tag:blogger.com,1999:blog-13013520836109392852024-03-14T19:13:25.023+13:00Trinity O @ Pt England SchoolI am a Year 6 student at Pt England School in Auckland, NZ. My teachers are Miss Szymanik, Mr Goodwin, and Miss Parrant.PES Blogs Admin 2015Bhttp://www.blogger.com/profile/04413220038808041704noreply@blogger.comBlogger102125tag:blogger.com,1999:blog-1301352083610939285.post-67872193521372016602018-04-12T09:52:00.000+12:002018-04-12T09:52:42.360+12:00Goodbye Blog Fans<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSOTduDl0BVgXGEYxXi30yNSheVs6WPE8-1IOA7iEBLtwVZ_yjKaGCU9RCYQ4bT5H4fGYcvc7HLlzX9/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-63678670219159255212018-04-10T11:57:00.000+12:002018-04-10T11:57:04.012+12:00Measurments Problem 3WALT: convert other measurements.
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vQfKpKV-xylf0eyfZPBH7IJ_Ys1Cp3peX1svf9auCygs_H2oIiMFdO5Y0Pjxae6-Muq2X_kDV4SPuaA/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Task Description: This was really easy for me because I used the cheet that Mr Goodwin taught my group yesterday which was really helpfulUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-12016966486997592932018-03-29T10:48:00.001+13:002018-03-29T10:48:27.474+13:00Mahinga Kai CrusadersWalt: use information from across multiple sources.
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vTZfYNNBHCKVM11TGhtVus2u38nHaJZjDL45LGnnbNDK9Mz_lyNAfNeBWoQ1QUttNkduHLp6DICEUmX/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Task Description:<br />
This activity was a little hard because I had to keep on looking at the book again and read the page which was really annoying. The presentation was for the cameras and the Imacs and in the presentation we had to answers questions from the book.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-67069731610155615322018-03-24T10:33:00.001+13:002018-03-24T10:33:35.392+13:00Agreeing With Catch LimitsWalt: scan text for relevant information.
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSgmfUXPRI8QvHYopnDtlSri4WIr5Z6uX9J_g9pZqK2nl_yPUha9hHfolExBtJM-jFxbwsX9YYsVtDo/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Task Description: This presentation was a little hard for me to predict what their catch limits would be. The hardest one was Whaea Sues slide because she didn't follow rules so I thought she wouldn't follow the catch limits to.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-79097028007239161212018-03-23T12:34:00.001+13:002018-03-26T14:19:50.165+13:00Measuring Problem 1WALT: to learn how to convert measurement.<br />
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vQBw6oEMQNCQSkvXHgizlvTANsbd1TW62XnMCLF6qCoTOXkFSJ-gaenrxAp3muqsB0c-vHgb8sDD7qm/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Task Description:<br />
In this presentation I had to figure out some measurement problems that were hard. The problems were kinda hard but I managed to finish my problem. I needed help from my friends but instead I just got my maths book, which was really helpful.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-891141957773068452018-03-21T18:17:00.000+13:002018-03-21T18:17:22.330+13:00Recreational Fishing Rules<strong style="box-sizing: border-box; color: #212121; font-family: Lato, sans-serif; font-size: 16px; font-variant-ligatures: none; white-space: pre-wrap;">Walt:</strong><span style="color: #212121; font-family: Lato, sans-serif; font-size: 16px; font-variant-ligatures: none; white-space: pre-wrap;"> scan text for relevant information.</span><br />
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<a href="https://3.bp.blogspot.com/-6uQDkkQRJ40/WrHooCH-PMI/AAAAAAAAAfQ/0Vj4o0dmOxEZKQ-5XB8N2nKiHlv8SNy2QCLcBGAs/s1600/Screenshot%2B2018-03-21%2Bat%2B18.05.14.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="491" data-original-width="740" height="264" src="https://3.bp.blogspot.com/-6uQDkkQRJ40/WrHooCH-PMI/AAAAAAAAAfQ/0Vj4o0dmOxEZKQ-5XB8N2nKiHlv8SNy2QCLcBGAs/s400/Screenshot%2B2018-03-21%2Bat%2B18.05.14.png" width="400" /></a><span style="color: #212121; font-family: Lato, sans-serif; font-size: 16px; font-variant-ligatures: none; white-space: pre-wrap;"><br /></span></div>
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Task Description:</div>
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This activity was really fun and hard because I had to read a presentation that could help me finish this google drawing. I learnt a lot about fishing rules and how much seafood you can catch, because there s some places where you can fish but are now banded to go fish because there is only a small amount of seafood there. The reason why you can only catch a small amount of seafood is because you have to leave some that there is some more for more generations to come.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-41237520061006291122018-03-21T14:25:00.001+13:002018-03-21T14:25:57.337+13:00Thank You Letter<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-lXmKWE2-JLw/WqrlXX_QGeI/AAAAAAAAAbE/IwwhzG7oE4si97sEamMdeA4XjqyKb59ygCLcBGAs/s1600/Screenshot%2B2018-03-16%2Bat%2B10.26.59.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="568" data-original-width="505" height="640" src="https://4.bp.blogspot.com/-lXmKWE2-JLw/WqrlXX_QGeI/AAAAAAAAAbE/IwwhzG7oE4si97sEamMdeA4XjqyKb59ygCLcBGAs/s640/Screenshot%2B2018-03-16%2Bat%2B10.26.59.png" width="568" /></a></div>
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Task Description:</div>
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Last week from Wednesday to Friday was Point England's year 5 and 6 camp. We had to do a thank you letter to anyone who had helped camp happen so I thought of doing it to Mr Goodwin because he had to organize everything to make everything happened. Camp was so fun because of all the activities that happened.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-47332982496652067272018-03-21T14:25:00.000+13:002018-03-21T14:25:39.703+13:00Measure Some Objects<span style="color: #212121; font-family: "lato" , sans-serif; font-size: 16px; white-space: pre-wrap;">Walt: understand different measurement units</span><br />
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vTDBEISskw1rEfrt3SMNQ2XT13XFeMtT1RQeXPhRCChd8bAmQBs6zAB21XJQutNa7v-ChVbD-D5b7Nw/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Task Description:<br />
This presentation was easy for me to understand how to measure objects with a ruler. The reason why it was easy because all I had to do was measure things that is on the presentation that Mr Goodwin did. On this presentation I stall learned how to measure objects using a ruler.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-19790052523970195902018-03-20T10:15:00.002+13:002018-03-20T10:15:22.610+13:00Fishing Traditions<h1 class="zfr3Q duRjpb" id="h.p_Aj0Nvlg_22HT" style="box-sizing: border-box; letter-spacing: 1px; line-height: 1.5; margin: 0px; outline: none; padding-bottom: 0px; padding-top: 0px; position: relative; text-decoration-line: inherit; text-transform: uppercase;">
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<span style="color: #212121; font-family: Lato, sans-serif;"><span style="font-size: 16px; font-variant-ligatures: none; white-space: pre-wrap;">The Remarkable Reti</span></span></div>
<div style="font-family: Tinos; font-size: medium; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-transform: none; white-space: normal;">
<strong style="box-sizing: border-box; color: #212121; font-family: Lato, sans-serif; font-size: 16px; font-variant-ligatures: none; white-space: pre-wrap;">Walt:</strong><span style="color: #212121; font-family: Lato, sans-serif; font-size: 16px; font-variant-ligatures: none; white-space: pre-wrap;"> scan text for relevant information.</span></div>
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<a href="https://1.bp.blogspot.com/-Gn9cESE_Q08/WrAmRv-llBI/AAAAAAAAAbU/hy5h7N3q158RMJGJF_tvCCalAgzpHSfyACLcBGAs/s1600/Screenshot%2B2018-03-20%2Bat%2B10.01.13.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: left;"><img border="0" data-original-height="492" data-original-width="660" height="296" src="https://1.bp.blogspot.com/-Gn9cESE_Q08/WrAmRv-llBI/AAAAAAAAAbU/hy5h7N3q158RMJGJF_tvCCalAgzpHSfyACLcBGAs/s400/Screenshot%2B2018-03-20%2Bat%2B10.01.13.png" width="400" /></a></div>
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Task Description:</div>
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For this picture my group, cameras had to read a book called The Remarkable Reti. First we had to read the book which was really boring, than we had to draw a picture on google drawing. When we were finished the picture we had to label the Reti. A reti is another traditional way how to catch fish. </div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-76091060446991569652018-03-14T14:26:00.001+13:002018-03-14T14:26:33.684+13:00Learning MeasurmentsWalt: convert measurement.<br />
<a href="https://2.bp.blogspot.com/-wpqB7YDTOd4/Wqh1I5gbLuI/AAAAAAAAAa0/OEvCiLU-3QUSBOPQOzPtkRrPbJNesV-DQCEwYBhgL/s1600/Screenshot%2B2018-03-14%2Bat%2B14.04.12.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="498" data-original-width="404" height="400" src="https://2.bp.blogspot.com/-wpqB7YDTOd4/Wqh1I5gbLuI/AAAAAAAAAa0/OEvCiLU-3QUSBOPQOzPtkRrPbJNesV-DQCEwYBhgL/s400/Screenshot%2B2018-03-14%2Bat%2B14.04.12.png" width="323" /></a><br />
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Task Description: This activity was a little hard. The reason why it was hard because I didn't quite get it until my group had to go down to the mat and see Mr Goodwin. Mr Goodwin showed gave us a ruler to see how small a millimetre compared to what a centimetre looks like.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-73757870709712896462018-03-14T12:23:00.001+13:002018-03-14T12:23:16.988+13:00Measurement - Distance<span style="color: #212121; font-family: "lato" , sans-serif; font-size: 16px; white-space: pre-wrap;">Walt: understand different measurement units.</span><img height="292" src="https://docs.google.com/drawings/d/e/2PACX-1vSB5TI2e4XhODq_kHulgzGsX2b94Tv30I055ZlVPkqSDwyOfPaLgHur5s5VJI6BfbCZI8QVodUYsPHV/pub?w=433&h=319" width="400" /><br />
Task Description:<br />
For this activity it was a little hard and half easy because I didn't quite it until I watched the video on our class site. It told me a lot of information about measurements but I didn't quite get what it means. I wrote some answers of what a millimetre would look like in my book.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-71310457093742595072018-03-06T10:47:00.002+13:002018-03-06T10:47:43.853+13:00Getting Excited For CampWalt: use what we already know to make meaning within a story.
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vRO9raVQYO_EAgFDoS867n3RRJ1LnLyjm7U2XQ9IDyOHhPpCX3ViAKl-lyLVTQHOIzIn0kbE3Np3jmZ/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Task Description:<br />
This activity was so fun because I could go on some old Point England students blogs. The reason why we had to do that is because we had to read their story of what they did on their year 5 and 6 camps and what their highlight was. This activity was really hard because some of their recounts didn't make sense. The best part that I liked about doing this was reading recounts about how much fun camp is at school, doing all the fun activity's and going to Mangere Pools.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-23500316742479927112018-03-06T09:51:00.000+13:002018-03-06T09:55:19.687+13:00My Egg Friend <div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<a href="https://3.bp.blogspot.com/-Kpm8-_j0qbc/Wp2uatAfyKI/AAAAAAAAAaM/iF49V_C8qEITPsx16LQXGHdCJPJPW6yuwCLcBGAs/s1600/Screenshot%2B2018-03-06%2Bat%2B09.53.31.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="546" data-original-width="736" height="237" src="https://3.bp.blogspot.com/-Kpm8-_j0qbc/Wp2uatAfyKI/AAAAAAAAAaM/iF49V_C8qEITPsx16LQXGHdCJPJPW6yuwCLcBGAs/s320/Screenshot%2B2018-03-06%2Bat%2B09.53.31.png" width="320" /></a><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "lato" , sans-serif; font-size: 16px;"><span style="color: red;">WALT: structure a recount.</span></span></span></div>
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<span style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Start Writing Here</span></span></div>
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<span style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">We had to watch Mr Goodwin draw Bob</span></span></div>
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<span style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Next we had the most fantastic experience, we had to hold the egg with our hands making a cradle.</span></span></div>
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<span style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Have you ever had a egg experience around the school?</span></span></div>
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<span style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Today we had a really fun experience with eggs and responsibility. Next Mr Goodwin handed out some eggs and some black markers. We then started to draw. It was really hard because I didn’t know what to draw on my egg, but I drew the facial expressions on my egg. Than I called my egg Ella. Have you ever had a teacher that brings eggs to school?</span></span></div>
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<a href="https://1.bp.blogspot.com/-OvrK9EgT39Y/Wp2upgHoAKI/AAAAAAAAAaU/0WKAA7yrhNgRY18s89sAy3wFA1FeAtenQCLcBGAs/s1600/Screenshot%2B2018-03-06%2Bat%2B09.54.41.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="520" data-original-width="737" height="225" src="https://1.bp.blogspot.com/-OvrK9EgT39Y/Wp2upgHoAKI/AAAAAAAAAaU/0WKAA7yrhNgRY18s89sAy3wFA1FeAtenQCLcBGAs/s320/Screenshot%2B2018-03-06%2Bat%2B09.54.41.png" width="320" /></a><span style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">As the fantastic experience started I put my shoes on and I walked all the way to where my class was lining up. The first thing Mr Goodwin told us before we left was to put our hands in a cradle . When we left we walked past the classes and we were talking to much that we disturbed some of the other classes so Mr Goodwin told us to sit down on the concrete and tell us to lower our voices than we went to our destination.</span></span></div>
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<span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 11pt; white-space: pre-wrap;">We were finally at the park and Mr Goodwin told us to pair up with a group of four or five. When it was our turn to take a photo I was smiling with my friends. Than it was our turn to have an adventure with our eggs. It was a little hard to carry our eggs and climb some furniture without cracking our eggs. On my way down to the </span><span style="font-size: 14.6667px; white-space: pre-wrap;">monkey bars</span><span style="font-size: 11pt; white-space: pre-wrap;"> I saw some of the boys had cracked there eggs, I guess they had bad luck. When I had finished the amazing adventure I lined up with my class.</span></span></span></div>
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<span style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">I really liked this experience with Mr Goodwin and my Literacy class because I could practice being responsible. The best part I liked about the egg experience was playing around the playground with my egg. The thing I learned with the egg experience was learning how to take care of something and being responsible for it.</span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 14.6667px; white-space: pre-wrap;"><b>Task Description:</b></span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><b style="font-size: 14.6667px; white-space: pre-wrap;">For this writing activity I had to do an experience with my </b><span style="font-size: 14.6667px; white-space: pre-wrap;"><b>literacy</b></span><b style="font-size: 14.6667px; white-space: pre-wrap;"> class. For this activity we had to take responsibility using an egg which was really </b><span style="font-size: 14.6667px; white-space: pre-wrap;"><b>weird</b></span><b style="font-size: 14.6667px; white-space: pre-wrap;"> because I nearly </b><span style="font-size: 14.6667px; white-space: pre-wrap;"><b>dropped</b></span><b style="font-size: 14.6667px; white-space: pre-wrap;"> it on the concrete near the netball courts. I really liked playing with it on the playground with my friend Sonnia, Eden and Chance. The thing that was really hard was holding it in your hands which was shaped as a cradle.</b></span></div>
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<span style="background-color: transparent; color: black; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></span></div>
<span id="docs-internal-guid-b6139b37-f7df-8a3e-d8f2-736983d6aeca"><br /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-23614630728716143852018-03-06T09:23:00.002+13:002018-03-06T09:23:53.738+13:00What Are Cameras<strong style="box-sizing: border-box; color: #212121; font-family: Lato, sans-serif; font-size: 16px; font-variant-ligatures: none; white-space: pre-wrap;">Walt:</strong><span style="color: #212121; font-family: "lato" , sans-serif; font-size: 16px; white-space: pre-wrap;"> follow instructions and present work to a high standard.</span><br />
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vR4TUHdfER272zqTUcPytLNylmtPhh8so2pejRmTt7m0y3EdOlgdtlthBqwAn46S_qmVDXJatY10R_n/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Task Description:<br />
This Activity was to write about what cameras are and to explain what it is and what it does. The activity was really hard to do because I had to explain what it is to the people who visit my blog because some people stall don't know what a camera is.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-44829421862236492582018-03-02T12:51:00.001+13:002018-03-02T12:51:37.027+13:00Learning 24 Hour TimeWALT: understand how to read 24 hour time.<br />
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vQtXL6IoFtmz0iSf6LBDiRrOMf9G4vi1Hu8ZqaZbtW2GH7BEeGHukNKmZxWCUMTM5SBc3YPdCosGExi/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Task Description:<br />
For this great presentation I had to figure out the answers and work it out which was really hard because I was really frustrated because it was really hard but I worked it out with some help from Matua Brendon. The hardest question was slide 3 because it was a little confusing.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-11400958079841195852018-02-26T12:33:00.002+13:002018-02-26T12:33:38.360+13:00Mini MinutesWALT: <span style="background-color: white; font-family: lato, sans-serif; font-size: 16px; text-align: center; white-space: pre-wrap;">build a stronger knowledge base around time.</span><br />
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vTau_dQv8PSu0_W-WWz0e2ODDIn1YHanK8vtdMKZ4eqFEo73S5wEUciZmSLC5zuYbSp3Bc1-die_Hbz/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Task Description:<br />
In this presentation I had to sort out the answers for the questions. This was a little bit hard and a little bit easy because I worked out most of the questions written in my book. Most of the questions were really fun and I was really happy that I finished it.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-57227587679747589032018-02-26T12:05:00.001+13:002018-02-26T12:08:07.750+13:00The Big Race<span style="color: #212121; font-family: "lato" , sans-serif; font-size: 16px; white-space: pre-wrap;">Walt: build a stronger knowledge base around time.</span><br />
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vRIo1-sllFY8SFcJsrn2hwraLJGkgkmgckp9D4iU8iceMW8wlEuyqlJR26c2c0ny0Mql9jAnQye-Xgz/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Task Description: For this presentation I had to work out the problems and answer it. To me it was really hard for me because I didn't understand a little bit of some of the questions. Some of the questions I have had help with from Mr Goodwin and it helped me and Inga because we had figured the answer but we hadn't figured out the answer for the real problem. I really enjoyed this presentation because I worked with me friend Inga and with Mr Goodwin.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-66158900186038540322018-02-23T10:15:00.000+13:002018-02-23T10:15:20.564+13:00A Polluted Future<strong style="box-sizing: border-box; color: #212121; font-family: Lato, sans-serif; font-size: 16px; font-variant-ligatures: none; white-space: pre-wrap;">Walt:</strong><span style="color: #212121; font-family: Lato, sans-serif; font-size: 16px; font-variant-ligatures: none; white-space: pre-wrap;"> use what we already know to make meaning within a story.</span><br />
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSpfMrDyB3PW2-NFtfYtSCCT6v2qovVaiuaesFqs-ZsdeyQHEZ6xvGyvYD9bTDNoHCVRUHw_ZDAUtd_/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Task Description:<br />
For this activity we had to make this beautiful place into the most disgusting place of all. To me this activity was really fun because when I was making this place ugly it was fun changing the colors, also putting in disgusting rubbish into the ocean. It was also hard to write the letter and explain what I would say to her if I went their.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-64111084998460898252018-02-21T14:16:00.001+13:002018-02-21T14:16:34.965+13:00Learning 24 Hour TimeWALT: understand how to read 24 hour time.<br />
<br />
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSu2wdUaMqGu5k6InlEpy2WamFG_1mKNiRJg6Lfq5Y9l64vf54Eha8C5jwBp9P2jlyzgWAa9UHoHeIl/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>
<br />
Task Description:<br />
For this presentation we had to write the 24 hour times in digital form and also in written form. The Bronze Medal Problem was a little bit hard because I didn't understand some of the questions. The Bronze Medal Problem took me a while to work out because the hardest slide in this presentation was the last slide because I didn't understand what 0125 meant but when I started to understand once my friends helped me understand.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-32383712907582114472018-02-09T12:45:00.002+13:002018-02-12T11:57:45.552+13:00Learning How To Tell The Time<b>WALT</b>: build a stronger knowledge base around time.<br />
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vSKGeswP0YxZQxlbXuCFATtxkw9e1T72aAU6iPSl8XHRWUg7Ft2bZANGJU8oTEGAAvCDs5rwoiBXMqn/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
<b> Task Description</b>:<br />
This presentation is the Bronze Medal Problem that my Maths class is doing. The Bronze Medal Problem is about learning how to tell the time writing it in digital form and written form and learning how to tell the time on a analog clock.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-6449536568995733262017-12-12T12:42:00.002+13:002017-12-12T12:43:31.108+13:00Cyber Smart Song Lyrics<h2>
<span style="color: blue; font-size: x-large;">Cyber Smart Song Lyrics</span></h2>
<h2>
<span style="color: purple;">Inga</span> <span style="color: orange;"> Zamera</span> <span style="color: red;">Trinity</span> Josh</h2>
<h2>
Hey my mum she told me to go on YouTube but I said no because it never good for my cyber smart because its my school account.</h2>
<h2>
<br />For this activity we had to write a song that we had got a paper to.</h2>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-64139575286609694042017-12-12T10:21:00.000+13:002017-12-12T10:21:23.222+13:00Prizegiving<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial, Helvetica, sans-serif; white-space: pre-wrap;">On Thursday the 7th of December there was the Point England School Prize giving. First at school there was the Junior Prize giving, also after school at 7:00 but we had to be there at 6:30. When prize giving started at 7:00 we had to go to our class and line up in our homerooms. After a talk through with Mr Sommerville we got sent to sit in our spots in the hall where prize giving was at.</span></div>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial, Helvetica, sans-serif; white-space: pre-wrap;">Before prize giving started in the hall we had to watch the Senior Kapa Haka do their performance. When the Senior Kapa Haka group were all on the stage we had to do the karakia which Cameo started then we did the other karakia with Judah. The most part I liked about the Kapa Haka Performance was the Maori Haka I really liked how they performed their Culture Dance. After the performance Mr Burt called out the awards from Team 4’s Ako 3 and Ako 2. When Mr Burt called out the awards for Years 5 and 6’s. After the Awards it was the Year 5 item and it was awesome because some people were shouting out people's names. After the Year 5 item we did the Year 6 awards with the Year 5’s as well. Before the Year 6 item Mr Burt had to do the Year 5 and 6s academic winners. Then we did the sports prizes and Zamera was the only Year 5. The Year 6 sports boy winner was Kurtas and the year 6 girl sports winner was Tehillah. Than after that the Year 6 item started and it was the best one because I liked how every year 6 was taking part in the dance and it was so cool because who ever made the dance was really cool. The year 6’s prize giving dance was so cool for me to see because the music was so cool and the dance moves suited it.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial, Helvetica, sans-serif; white-space: pre-wrap;">After the Year 6 item we did the Year 7 and 8 awards it was so boring when we had to do the awards because it took for ages impulse there was a lot to talk about like we had to talk about the new prefects and the new house captains for 20O Thursday the 7th of December there was the Point England School prize giving. First at school there was the Junior Prize giving, also after school at 7:00 but we had to be there at 6:30. When prize giving started at 7:00 we had to go to our class and line up in our homerooms. After a talk through with Mr Sommerville we got sent to sit in our spots in the hall where prize giving was at. Before prize giving started in the hall we had to watch the Senior Kapa Haka do their performance. When the Senior Kapa Haka group were all on the stage we had to do the karakia which Cameo started then we did the other karakia with Judah. The most part I liked about the Kapa Haka Performance was the Maori Haka I really liked how they performed their Culture Dance. After the performance Mr Burt called out the awards from Team 4’s Ako 3 and Ako 2. When Mr Burt called out the awards for Years 5 and 6’s. After the Awards it was the Year 5 item and it was awesome because some people were shouting out people's names. After the Year 5 item we did the Year 6 awards with the Year 5’s as well. Before the Year 6 item Mr Burt had to do the Year 5 and 6's academic winners. Then we did the sports prizes and Zamera was the only Year 5. The Year 6 sports boy winner was Kurtas and the year 6 girl sports winner was Tehillah. Than after that the Year 6 item started and it was the best one because I liked how every year 6 was taking part in the dance and it was so cool because who ever made the dance was really cool. After the Year 6 item we did the Year 7 and 8 awards it was so boring when we had to do the awards because it took for ages impulse there was a lot to talk about like we had to talk about the new prefects and the new house captains for 2017. Finally the Year 7's came onto stage and did their prize giving dance which was really fantastic because the boys also were wearing shaded glasses and it was really cool because the girls switched to another side and the boys were on the right side of the stage. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial, Helvetica, sans-serif; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="font-family: Arial, Helvetica, sans-serif; white-space: pre-wrap;">The best part I liked about the Year 7's dance was that they used songs that our school didn't even know. After the Year 7's dance we went straight to announce the Year 8's academic prizes than they announced the Year 8 sports winners and the Year 8 boy and girl sports women and sportsmen which the sportswomen of 2017 was Angelica and the sports boy of 2017 was Siaosi. Later after that it was time for the Year 8 item and it was so cool because I got to see my brother dancing next to Judah, I really liked watching the Year 8 item because I really liked how Heather was dancing it was so !!AMAZING!!. After the Year 8 item it was time to say the Point England School song which was the best part I liked about prize giving we had to turn around and face our parents and sing the song, it was really cool singing to our parents. After the Year 8 item it was time to say the Point England School song which was the best part I liked about prize giving we had to turn around and face our parents and sing the song, it was so cool after that we went and left to go to our parents but it was weird because we had to go back to class but instead we went back home to our parents.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-37483880254388399732017-12-07T12:32:00.000+13:002017-12-07T12:32:19.890+13:00Musical Fractions<b style="background-color: white; font-family: Raleway, sans-serif; font-size: large;">Walt:</b><span style="background-color: white; font-family: Raleway, sans-serif; font-size: medium;"> create music using fractions</span><br />
<span style="background-color: white; font-family: Raleway, sans-serif; font-size: medium;"><b>Walt: </b>add/subtract fractions</span><div>
<table border="0" bordercolor="#888" cellspacing="0" style="background-color: white; border-collapse: collapse; border-color: rgb(136, 136, 136); border-width: 0px; color: black; font-family: Raleway, sans-serif; font-size: 14px; margin: 0px;"><tbody>
<tr><td style="vertical-align: top; width: 1080px;"><span style="font-size: medium;"><b>Walt: </b>use music to learn our times tables<br /><span style="color: red;">Description: </span>For this Musical Madness Activity we had to figure out this google drawing problem. This term our theme was about Musical Madness so our maths teacher Miss West taught us some music notes, the notes were also known for fractions as well. So our teacher taught us some notes that could mean a whole, 1 half, 1 quarter, 1 eighth and 1 sixteenth. It was really fun doing fractions and music because it was really fun.</span></td></tr>
</tbody></table>
</div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="332" 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" 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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-1301352083610939285.post-42659739672601823132017-12-07T10:51:00.001+13:002017-12-07T10:51:47.335+13:00Kiwi Kids News<span id="docs-internal-guid-fcfea2c3-2d87-acd4-b93d-ceed99e93fdb"><span style="font-family: "Architects Daughter"; font-size: 18pt; vertical-align: baseline; white-space: pre-wrap;">WALT: Current events summary from articles.</span></span><br />
<a href="https://4.bp.blogspot.com/-gNDYAeDTn98/WihTwdeMoTI/AAAAAAAAAYY/xZ_vtGgB8fUusu0sZFzGVylgQjzZnN5ZQCLcBGAs/s1600/Screenshot%2B2017-12-07%2Bat%2B9.31.10%2BAM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="575" data-original-width="771" height="297" src="https://4.bp.blogspot.com/-gNDYAeDTn98/WihTwdeMoTI/AAAAAAAAAYY/xZ_vtGgB8fUusu0sZFzGVylgQjzZnN5ZQCLcBGAs/s400/Screenshot%2B2017-12-07%2Bat%2B9.31.10%2BAM.png" width="400" /></a><span style="color: red;">Description:</span>For this activity I had to go onto Kiwi Kids News and find an article then read it. The article I chose was called Mirry Christmus and it was so fun watching the video. If you would like to check out Kiwi Kids News here is the link - <a href="https://kiwikidsnews.co.nz/">Kiwi Kids News</a><br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1301352083610939285.post-69473892306362633492017-12-06T14:45:00.000+13:002017-12-07T12:23:30.131+13:00Fraction Game<br />
<b style="background-color: white; font-family: Raleway, sans-serif; font-size: large;">Walt:</b><span style="background-color: white; font-family: "raleway" , sans-serif; font-size: medium;"> use equivalent fractions. </span><b style="font-family: Raleway, sans-serif; font-size: large; text-align: center;">Walt: </b><span style="background-color: white; font-family: "raleway" , sans-serif; font-size: medium; text-align: center;">understand 3D shapes</span><br />
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<a href="https://4.bp.blogspot.com/-wcj9zW5j6AI/Wih5yCY7t2I/AAAAAAAAAYo/EuPSUP39kWUmZsKm_Fao_Dtxl9FfJVcJwCLcBGAs/s1600/Screenshot%2B2017-12-07%2Bat%2B12.13.54%2BPM.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="532" data-original-width="601" height="283" src="https://4.bp.blogspot.com/-wcj9zW5j6AI/Wih5yCY7t2I/AAAAAAAAAYo/EuPSUP39kWUmZsKm_Fao_Dtxl9FfJVcJwCLcBGAs/s320/Screenshot%2B2017-12-07%2Bat%2B12.13.54%2BPM.png" width="320" /></a><span style="color: red;">Description:</span>For this activity we had to do a game about fractions. To play the game we had to try and make the fraction dot all the way to 1 whole which was at the end. The thing I learnt about this was what kind of fractions can mean the same but in different numbers. In this game you have to get less cards to win the game. The most thing I really liked about the fraction game was that I was learning more facts about fractions because fractions are so hard for me at school so I would like to say "Thank You" to Miss West my teacher. If you would like to check out the fraction game here is the link - <a href="https://illuminations.nctm.org/Activity.aspx?id=4148">Fraction Game</a></div>
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