tag:blogger.com,1999:blog-81699614913564752242024-03-14T23:06:56.613+13:00Kayde @ Elm Park School Welcome to my e-Portfolio. Share in my learning journey. Visit often. Leave feedback. Enjoy!
Leavers 2017http://www.blogger.com/profile/02596784325776145907noreply@blogger.comBlogger109125tag:blogger.com,1999:blog-8169961491356475224.post-48643023274575740962017-08-31T10:22:00.000+12:002017-08-31T10:22:28.009+12:00speeches 2017<iframe height="500" src="https://docs.google.com/document/d/e/2PACX-1vSqkeyJJjdLcUmrBRO_sdWfKGvFZQrGPwN5to-seutmkO5RepNglrB2zMN3sXr8s5dwz3hXwxfJ7tmo/pub?embedded=true" width="100%"></iframe><br />
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WALT: deliberately choose words to create an effect on the audience.<br />
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In my speech I was able to used persuasive words to try change the audiences mind to like motocross and make my delivery good.<br />
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Next time I could use more persuasive words and put a bit more information to make the audience enjoy my speech and put more persuasive words.Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-16763242260290495802017-08-02T14:25:00.000+12:002017-08-02T14:25:15.405+12:00Celebrations-Dance<iframe allowfullscreen="true" frameborder="0" height="560" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/124AxkYfPUIlJMBk8ExDVF7VIm_jNINSepihDGv-cgIo/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="650"></iframe><br />
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We had to think of a sentience to go on the Acrostic Poem.Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-46673815049427960982017-07-06T12:14:00.001+12:002017-07-06T12:14:24.588+12:00Phases Of The Moon Matariki<img height="500" src="https://docs.google.com/drawings/d/1L1Ljx4r_xz3-3VAWrtvEKXakvYlZLZFmgdTI8McMCM0/pub?w=960&h=720" width="100%" /><br />
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My Reflection<br />
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For this activity we had to read the sentence and put the moon name and photo where we think it goes. I found it easy and hard because the easy part was putting in the names that I knew and the hard part was putting the words I did not know where they went. I learnt that there are eight phases to the moon. I forgot what the moon has to do to with Matariki.<br />
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Next time I could take pictures of the different phases of the moon and remember what I learnt.<br />
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<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-60169528064051752102017-06-26T11:50:00.001+12:002017-06-26T11:50:23.789+12:00Character traits for Bridge to Terabithia.<iframe height="500" src="https://docs.google.com/document/d/1jDwW2zHyTADPeVTUP3EdxtlNt4sCgefkj403BdgkHtU/pub?embedded=true" width="100%"></iframe><br />
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My Reflection<br />
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Over the last 4 chapters I had to write down some character traits about Leslie and Jessie.<br />
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Next time I could put more information into sentences and words.Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-42382200707834829242017-06-22T09:33:00.000+12:002017-06-22T09:33:14.618+12:00Quotation Marks<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzpc4N53FlwIu8HyT6iKTuhDVreTvFY5YIUltnTsscdGAf-kCyfFy5s1eyXs-ZELXCAaJZ2k1q4HfExTUClTA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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My Reflection</div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Walt : </span><span style="font-family: "arial"; font-size: 9pt; white-space: pre-wrap;">use a wide range of advanced punctuation correctly (Term 2) </span><span style="font-family: "arial"; font-size: 9pt; white-space: pre-wrap;">Quotation marks.</span><br />
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<span style="font-family: "arial"; font-size: 9pt; white-space: pre-wrap;">I had to do a test about Quotation Marks, you had to pick A B C or D and their was only one correct answer and three incorrect answers and you had to pick the right sentence. I know how to do Quotation Marks because I know you only use them when someone is speaking in your story. I also knew what punctuation and where it should be. </span><br />
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<span style="font-family: "arial"; font-size: 9pt; white-space: pre-wrap;">Next time I could try get 10 out of 10 and try it again another time and try get them right again.</span></div>
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My Reflection<br />
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Walt:<span style="font-family: "neucha"; white-space: pre-wrap;">I am learning to make a prediction based on the cover and blurb.</span><br />
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<span style="font-family: "neucha"; white-space: pre-wrap;">I was able to read the front cover and compare it to the other cover and point out the most common things that they both have.</span><br />
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<span style="font-family: "neucha"; white-space: pre-wrap;">Next time I will look more closer and more harder to find more information and identify some more keywords.</span>Anonymousnoreply@blogger.com1tag:blogger.com,1999:blog-8169961491356475224.post-79668111811660834352017-05-30T08:43:00.004+12:002017-06-21T09:23:29.957+12:00Birthdays now and then<img height="500" src="https://docs.google.com/drawings/d/1sOUIx9lCDB4VHqlh_YT14I_aHYe7j_TE4lxZ9YL3RbA/pub?w=960&h=720" width="100%" /><br />
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Walt: Compare and contrast birthdays.<br />
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My Reflection<br />
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I had to compare birthday activities and food from old and new and if they were the same you would put them in the middle of the Venn diagram.Anonymousnoreply@blogger.com1tag:blogger.com,1999:blog-8169961491356475224.post-38077722171315125832017-05-16T10:28:00.000+12:002017-05-16T10:28:46.805+12:00Anzac day<iframe allowfullscreen="true" frameborder="0" height="569" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1yT2BAlPB49U38ebe5o-btMuOT6X6mognYv130yDszQk/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="100%"></iframe><br />
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My Reflection<br />
Walt:<span style="font-family: "proxima nova";"><span style="white-space: pre-wrap;">Find and summarize information by choosing the most important information.</span></span><br />
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<span style="font-family: "proxima nova";"><span style="white-space: pre-wrap;">I was able to use a google doc to help me get the Anzac day facts to put on my slide.</span></span><br />
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<span style="font-family: "proxima nova";"><span style="white-space: pre-wrap;">Next we gathered all the main facts into one slide and for extra facts we put them in the other slide.</span></span><br />
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<span style="font-family: proxima nova;"><span style="white-space: pre-wrap;">I found lots of facts by looking at each paragraph and surprised the main idea in the paragraph.</span></span><br />
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-54475162859605260352017-04-06T12:11:00.002+12:002017-04-06T12:22:18.320+12:00Camp Merc acrostic poem.<iframe height="500" src="https://docs.google.com/document/d/1Ae8L2DUT5bERvDsYn6A4xeU2txJ0x2iS3VfaOJ2rnxI/pub?embedded=true" width="100%"></iframe><br />
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Walt:edit and revise my Camp Merc writing for clarity and impact in response and feedback.<br />
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Learning Reflection.</div>
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I found this activity easy because I have done lots of acrostic poems before.I did make changes to my poem after getting my feedback from Thomas and Reuben. I made some spelling mistakes and I corrected them because Reuben spotted them.</div>
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Next time when I do my writing I am going to get a red pen and edit I will underline my spelling mistakes I will check for the red lines under the incorrect spelling.</div>
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Anonymousnoreply@blogger.com1tag:blogger.com,1999:blog-8169961491356475224.post-27746377823628328442017-03-09T10:10:00.004+13:002017-03-09T10:10:54.858+13:00Camp Merc certificate.<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-66lKVtu1sP4/WMBysIWW8nI/AAAAAAAAAeA/KDQHseoCVY8zzcbB9cEZJTmns4RLNqn8ACLcB/s1600/9%2BMar%2B2017%2B10%253A07%253A52.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://2.bp.blogspot.com/-66lKVtu1sP4/WMBysIWW8nI/AAAAAAAAAeA/KDQHseoCVY8zzcbB9cEZJTmns4RLNqn8ACLcB/s400/9%2BMar%2B2017%2B10%253A07%253A52.jpg" width="400" /></a></div>
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My Reflection</div>
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My favorite part about camp Merc was sailing because it was very refreshing and awesome.</div>
<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-66331407901274670272017-02-22T12:16:00.000+13:002017-04-06T14:08:28.027+12:00My Kennings Poem<iframe height="500" src="https://docs.google.com/document/d/18Q2RwN4F7NuRbdCuWFyIqIkk5ifXV8nGAJ-tRxkqEZk/pub?embedded=true" width="100%"></iframe><br />
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<span style="font-size: large;">Walt: d<span style="font-family: "arial"; white-space: pre-wrap;">istinguish between relevant and irrelevant ideas for my Kennings Poem.</span></span><br />
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<span style="font-size: large;"><span style="font-family: "arial"; white-space: pre-wrap;">I was able to :</span></span><br />
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<li><span style="font-family: "arial"; font-size: large;"><span style="white-space: pre-wrap;">Use lots of detail.</span></span></li>
<li><span style="font-family: "arial"; font-size: large;"><span style="white-space: pre-wrap;">Only use ideas that related to me.</span></span></li>
<li><span style="font-family: "arial"; font-size: large;"><span style="white-space: pre-wrap;">Use relevant ideas.</span></span></li>
<li><span style="font-family: "arial"; font-size: large;"><span style="white-space: pre-wrap;">Not use irrelevant ideas.</span></span></li>
<li><span style="font-family: "arial"; font-size: large;"><span style="white-space: pre-wrap;">Edit my work to make my writing more about me,eg Dirt bike rider/Dirt bike extraordinaire.</span></span></li>
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<span style="font-family: "arial"; font-size: large;"><span style="white-space: pre-wrap;">Next time I could put more year 6 WOW words in my Kennings Poem like </span></span><span style="font-family: "arial"; font-size: large; white-space: pre-wrap;">extraordinaire.</span><span style="font-family: "arial"; font-size: large; white-space: pre-wrap;"> </span>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-51776686968146700052017-02-22T12:08:00.001+13:002017-02-22T12:08:12.212+13:00Statistics<iframe height="500" src="https://docs.google.com/spreadsheets/d/1KWnpjIfKHwOy7V6PHFNvSfeMJzNF-8UMwjPL2xTl0sY/pubhtml?widget=true&headers=false" width="100%"></iframe><br />
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<span style="font-family: "comic sans ms"; font-size: 10pt; text-align: center; white-space: pre-wrap;">Walt : display data on histogram, tally chart.</span><br />
<span class="m_-2337195930543196999gmail_msg" style="font-family: "comic sans ms"; font-size: 10pt; vertical-align: baseline; white-space: pre-wrap;">Walt : interpret information from histograms and tally marks eg. medium, mode, range, mean.</span><div>
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<span style="font-family: comic sans ms;"><span style="font-size: 13.3333px; white-space: pre-wrap;">I was able to use these scores to make my histogram.</span></span></div>
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<li><span style="font-family: comic sans ms;"><span style="font-size: 13.3333px; white-space: pre-wrap;">The range for the first name scores is 4 to 20.</span></span></li>
<li><span style="font-family: comic sans ms;"><span style="font-size: 13.3333px; white-space: pre-wrap;">The range for the last name is 2 to 21.</span></span></li>
<li>The range for the full name is 9 to 31.</li>
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I really liked this activity I would like do do this again but do it about something different.</div>
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At the start it was a little tricky because I had to count up all the numbers.<br /><br /></div>
Anonymousnoreply@blogger.com1tag:blogger.com,1999:blog-8169961491356475224.post-20925442266902903552017-02-15T09:59:00.000+13:002017-02-15T09:59:44.513+13:0045 Letter sounds<iframe allowfullscreen="true" frameborder="0" height="500" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1w7CCp6nJyLbYLG1jqDQrpd_Ljcc79n2TOivshW5ddU8/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="100%"></iframe><br />
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Walt: U<span style="font-family: Arial; font-size: 11pt; white-space: pre-wrap;">se different spelling patterns and strategies to increase my word knowledge.</span><br />
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There are 45 letters sounds in the English language. Sometimes these sounds are made by one letter and sometimes they are a made by a group of letters together. Learning these letter sounds will help me spell unknown tricky words and increase my word knowledge.</div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-86448084866060282672017-02-13T12:58:00.000+13:002017-02-13T12:58:20.178+13:00Reading-New Vocabulary.<iframe height="500" src="https://docs.google.com/spreadsheets/d/17dtLjbVx2kyoRsoSHQiITrp1VwLNQXjw51XsqdA_Cac/pubhtml?widget=true&headers=false" width="100%"></iframe>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-45170150935572468882017-02-10T09:56:00.000+13:002017-02-10T09:56:01.845+13:00House Captain's Speech<div class="separator" style="clear: both; text-align: center;">
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Today I stood in front of the year 5 and 6's and read out a speech to try be a House Captain. I used Resilience to stand in front of the year 5 and 6's to tell my speech. I did not think of doing a Speech but at the last minute I did.<span id="goog_800693761"></span><span id="goog_800693762"></span>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-42583635538016024752017-02-08T14:01:00.000+13:002017-02-08T14:45:19.727+13:0010 Things you need to know about me.<iframe allowfullscreen="true" frameborder="0" height="500" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1BlwbrlOf3uqjGnK0-ZKYruAqAIPtDEzHXQfBReXDyjM/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="100%"></iframe><br />
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Walt : use advanced punctuation</div>
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We have learning how to use bullet points correctly in my 10 Things About Me slideshow. I learnt you need to :</div>
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<ul style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<li style="margin-left: 15px;">Place the bullet point in the margin.</li>
<li style="margin-left: 15px;">Use a capital letter after the bullet point.</li>
<li style="margin-left: 15px;">If you have written a sentence, end it with a punctuation eg. fullstop.</li>
<li style="margin-left: 15px;">Bullet points are used to create lists.</li>
<li style="margin-left: 15px;">Find the bullet points icon on the right hand side at top of the tool bar called bullet lists.</li>
<li style="margin-left: 15px;">You need to be in inside a text box to find the bullet list icon.</li>
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Next time I will try and use bullet points in more of writing.</div>
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Can you guess which of my information is true and which is a lie ?</div>
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<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-31941399302301396492017-02-03T11:50:00.001+13:002017-03-31T09:18:22.969+13:00Welcome Post<div class="separator" style="clear: both; text-align: center;">
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My Reflection.</div>
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This year I am feeling excited For all the sports and to represent my school and for camp and doing PB4L.</div>
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My goal for this year is:</div>
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<li style="text-align: justify;">Be a peer mediator.</li>
<li style="text-align: justify;">Get the sportsmanship award.</li>
<li style="text-align: justify;">Make it into every sport.</li>
<li style="text-align: justify;">Make it into cross country.</li>
<li style="text-align: justify;">To get 100 ticks.</li>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-62250790164525045002016-11-16T09:59:00.000+13:002016-11-16T09:59:03.688+13:00Inference chart.<iframe height="750" src="https://docs.google.com/document/d/11YZ51pcKqxG2AN0VuJ3cgSq0uZMIcnN9hgy8QHvXoD8/pub?embedded=true" width="100%"></iframe><br />
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My Reflection</div>
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This activity was about an inference chart.</div>
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I thought this activity was hard because the conversation need to be something about the dog jumping.</div>
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Next time,instead of food I can think of something else.</div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-58279146643806379652016-11-15T10:27:00.002+13:002016-11-15T10:27:23.493+13:00Pixel art<img src="data:image/png;base64,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" /><div>
<div style="text-align: center;">
My Reflection</div>
<div style="text-align: center;">
This activity was about doing pixel art.</div>
<div style="text-align: center;">
I thought this was easy because I practiced a lot. </div>
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<br /></div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-39469242577734728752016-10-26T11:48:00.000+13:002016-10-26T11:48:01.181+13:00Basic Facts Progess<iframe height="500" src="https://docs.google.com/spreadsheets/d/18ATpmz7bV4sRwSXSriNZgtIy8C5akNLFXEnguYQTTPM/pubhtml?widget=true&headers=false" width="100%"></iframe><br />
<div style="text-align: center;">
My Reflection</div>
<div style="text-align: center;">
This activity is about basic facts. I thought this was easy because I know my basic facts.</div>
<div style="text-align: center;">
Next time I could get more practice and get a better time.</div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-80807177042189982142016-10-25T14:53:00.001+13:002016-10-25T14:53:17.208+13:00Basic Facts evidence<iframe height="550" src="https://docs.google.com/spreadsheets/d/18ATpmz7bV4sRwSXSriNZgtIy8C5akNLFXEnguYQTTPM/pubhtml?gid=1&single=true&widget=true&headers=false" width="120%"></iframe><br />
<br />
<div style="text-align: center;">
My Reflection</div>
<div style="text-align: center;">
This activity was about basic facts.</div>
<div style="text-align: center;">
Next time I could get better scores.</div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-84336936391692839832016-10-25T14:37:00.001+13:002016-10-25T14:41:48.272+13:00Visual cue<iframe height="500" src="https://docs.google.com/document/d/1iXi7IXDUmsLhF-MkxeTwAVY-UY5r5NFAtWwmgV9gzLw/pub?embedded=true" width="100%"></iframe><br />
<br />
<div style="text-align: center;">
My Reflection</div>
<div style="text-align: center;">
This activity is about writing about a visual cue.</div>
<div style="text-align: center;">
I thought this activity was easy because I have really good imagination.</div>
<div style="text-align: center;">
Next time I could come up with more ideas.</div>
<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-23713655376901799872016-09-20T09:37:00.001+12:002016-09-20T09:37:56.607+12:00Maths Evidence<div class="separator" style="clear: both; text-align: center;">
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<img height="400" 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" width="151" /></div>
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My Reflection</div>
<div style="margin-left: 1em; margin-right: 1em;">
This activity was about multiplication.</div>
<div style="margin-left: 1em; margin-right: 1em;">
I thought this was hard because there were big numbers that I had to multiple.</div>
<div style="margin-left: 1em; margin-right: 1em;">
Next time I could get all the answers right and figure my answers out on paper.</div>
<br />
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-38865788890433532032016-09-19T11:03:00.000+12:002016-09-19T11:03:29.073+12:00Maths Workshop<div style="text-align: center;">
<a href="https://3.bp.blogspot.com/-NjSKz8ytLBY/V98TLuaOO3I/AAAAAAAAAaM/OIUYmLsPw_o-bt28TFVTb0yBluokNC3uACLcB/s1600/IMG_7524.JPG" imageanchor="1"><img border="0" height="640" src="https://3.bp.blogspot.com/-NjSKz8ytLBY/V98TLuaOO3I/AAAAAAAAAaM/OIUYmLsPw_o-bt28TFVTb0yBluokNC3uACLcB/s640/IMG_7524.JPG" width="480" /></a></div>
<div style="text-align: center;">
My Reflection</div>
<div style="text-align: center;">
This activity was about using money in maths.</div>
<div style="text-align: center;">
I thought this was easy and hard. The part that I found hard was multiplying the large numbers. To make is easier I split the number into place value.</div>
<div style="text-align: center;">
Next time I could practice using a different stratigey.</div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-8169961491356475224.post-13037739883089503422016-09-08T10:09:00.000+12:002016-09-08T10:09:35.869+12:00Mathletics Evidence<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-5SA--Ab2umQ/V9CJN1HgMVI/AAAAAAAAAZ8/Pgds5-2VCMciVzfIF2KkdHdn4bu-oC_owCLcB/s1600/Screenshot%2B2016-09-08%2Bat%2B09.37.28.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://2.bp.blogspot.com/-5SA--Ab2umQ/V9CJN1HgMVI/AAAAAAAAAZ8/Pgds5-2VCMciVzfIF2KkdHdn4bu-oC_owCLcB/s320/Screenshot%2B2016-09-08%2Bat%2B09.37.28.png" width="120" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
My Reflection</div>
<div class="separator" style="clear: both; text-align: center;">
This activity was about multiplication and division.</div>
<div class="separator" style="clear: both; text-align: center;">
I thought this activity was hard because on all of the tasks I had to multiple big numbers with little numbers.</div>
<div class="separator" style="clear: both; text-align: center;">
Next time I could try and get all the answers correct.</div>
<br />Anonymousnoreply@blogger.com2