tag:blogger.com,1999:blog-7016608215530604832024-03-05T11:55:26.925-08:00Maths @ EdendaleA maths blog for us to enjoyTeam Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.comBlogger42125tag:blogger.com,1999:blog-701660821553060483.post-1744081269085977172017-05-09T14:13:00.001-07:002017-05-09T14:13:24.388-07:00Division<iframe width="560" height="315" src="https://www.youtube.com/embed/gT0HFbA1Mow" frameborder="0" allowfullscreen></iframe>Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-25094605448805030992017-05-09T14:12:00.001-07:002017-05-09T14:12:32.815-07:00Multiplication<iframe width="560" height="315" src="https://www.youtube.com/embed/BZ41Fh2MEVw" frameborder="0" allowfullscreen></iframe>Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-374682628634663352017-05-09T13:14:00.002-07:002017-05-09T13:14:37.649-07:00Factors <iframe width="560" height="315" src="https://www.youtube.com/embed/G0wIJ4qhQW4" frameborder="0" allowfullscreen></iframe>
Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-38656947831858459832017-03-07T19:07:00.002-08:002017-03-07T19:07:13.470-08:00Interesting Maths Ideas -Digital Fluency <span style="font-size: x-large;">Integrating technology </span><br />
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<span style="font-size: x-large;"><a href="http://wmh3acts.weebly.com/3-act-math.html">3 Acts Maths</a> </span><span style="color: blue; font-size: large;">Check out this awesome website that has lots of videos to engage and start a maths lesson.</span><br />
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<a href="https://nzmaths.co.nz/counting-collections" style="font-size: xx-large;">Counting Collections</a><span style="color: blue; font-size: large;"> Ideas about collections</span><br />
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<a href="https://getkahoot.com/" style="font-size: xx-large;">Kahoot</a><span style="font-size: x-large;"> </span><span style="color: blue; font-size: large;">Make your own quiz</span><br />
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<span style="font-size: x-large;"><a href="http://www.teachertools.co.nz/">Teacher Tools</a> </span>Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-27940075216669880372017-03-07T15:09:00.000-08:002017-03-07T15:09:18.729-08:00Open ended Maths Problems<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: Verdana, sans-serif; font-size: large;">Open Ended Maths questions. </span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">WHY open ended maths questions</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">They are accessible to everyone</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">You can come at them from different angles</span></div>
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<span style="background-color: white; text-align: left;"><span style="font-family: Verdana, sans-serif; font-size: large;">The problems often take much more time to figure out since they force the kids to dig deeper into their mathematical reasoning and it naturally allows for differentiation in the class</span></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">Below is a sample of one of the many RICH open ended maths questions you can do.</span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">If you want to buy the whole set the link is below. </span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;"> <a href="https://www.teacherspayteachers.com/Product/Bundled-Open-Ended-Math-Questions-for-Journals-or-Do-Nows-FirstSecond-Grade-1738704">Product Bundle TPT</a></span></div>
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<span style="font-family: Verdana, sans-serif; font-size: large;">And a blog post about what makes them special.</span></div>
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<a href="http://firstgradebloomabilities.blogspot.co.nz/2015/01/the-value-of-open-ended-math-questions.html"><span style="font-family: Verdana, sans-serif; font-size: large;">First grade bloom abilities The-value-of-open-ended-math-questions</span></a></div>
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<br />Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-42380251345337002302017-03-07T12:58:00.000-08:002017-03-07T12:58:21.195-08:00Problems for everyone<div class="separator" style="clear: both; text-align: center;">
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<br />Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-24969307085668345962016-10-30T01:58:00.000-07:002016-10-30T01:58:19.971-07:00Maths Video<iframe width="560" height="315" src="https://www.youtube.com/embed/gvQNybQO6E4" frameborder="0" allowfullscreen></iframe>
Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-68062346465766323132016-10-30T00:06:00.002-07:002016-10-30T00:06:19.792-07:00Maths in Real Life<br />
Some pictures of real life maths to discuss with your pupils: Maths is everywhere. <br />
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" 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" 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" style="margin-top: 30px;" width="500" /> <img alt="Image result for maths in real life" class="irc_mut iGmEg6XejTpI-HwpH6ZlgJaI" height="237" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQa6TKF8_hL_3TS35bz2hsPBAs-XTUutWWqxeGVLDrXzjGkhqzUYA" style="margin-top: 78px;" width="355" /><a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRyEnxzCEnHBI_BPjpEANN4PZBZzXP4JP74OHwdwK1-tu6T1gE7" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="Image result for maths in real life" border="0" class="rg_ic rg_i" data-sz="f" jsaction="load:str.tbn" name="EWskkZI79JZSVM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRyEnxzCEnHBI_BPjpEANN4PZBZzXP4JP74OHwdwK1-tu6T1gE7" style="height: 204px; margin-top: 0px; width: 204px;" /></a><br />
<img alt="Image result for maths in real life" class="irc_mi iGmEg6XejTpI-pQOPx8XEepE" height="212" src="https://s-media-cache-ak0.pinimg.com/originals/40/a9/17/40a91707063e2351bef7a0bd983b594f.jpg" style="margin-top: 0px;" width="320" /><img alt="Image result for maths in real life" class="rg_ic rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRx12dEQZmNgaPqIVKAX0lHrkK7IOnQ4DdWD8JiAG-6NIQcPtLV" data-sz="f" jsaction="load:str.tbn" name="Vr0qNaNX9uIoPM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRx12dEQZmNgaPqIVKAX0lHrkK7IOnQ4DdWD8JiAG-6NIQcPtLV" style="height: 134px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 239px;" /><br />
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<img alt="Image result for maths and real life" src="https://s-media-cache-ak0.pinimg.com/236x/57/bc/ae/57bcae888ac4cd496cb26be65947b913.jpg" /><img alt="Image result for maths in real life" class="rg_ic rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcS4bI0QQXfvsh-rLl-dyPW9wyu5HopOFQdaKl-xXzW-FUxqNdi4" data-sz="f" jsaction="load:str.tbn" name="dTD1lDMEPtqMeM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcS4bI0QQXfvsh-rLl-dyPW9wyu5HopOFQdaKl-xXzW-FUxqNdi4" style="height: 181px; margin-left: -5px; margin-right: -6px; margin-top: 0px; width: 228px;" />Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com1tag:blogger.com,1999:blog-701660821553060483.post-83582431808931961232016-09-02T03:54:00.001-07:002016-09-02T03:54:58.886-07:00Maths link<a href="http://www.educationworld.com/a_lesson/lesson/lesson339.shtml">http://www.educationworld.com/a_lesson/lesson/lesson339.shtml</a>. Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-65436699548631245952016-08-17T17:32:00.001-07:002016-08-17T17:32:31.095-07:00Olympic MathsThe Olympics are a fantastic way to include real life maths into your program.<br />
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How fast is the fastest runner? How far can you run in this time?<br />
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What was the biggest throw in the discus, javelin, hammer, shot put? What was the difference between the gold, silver and bronze measurements?<br />
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Over time the high jumpers have been able to jump higher. How tall is the winner of the Mens/womens high jump and how much higher than their height did they jump?<br />
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Graph the high jump heights over the past 4 olympics.<br />
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<img height="299" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRg-6K294QiSTztrHZ0luiHsfnJAL1LbPPRlatsvbaCtYl659Zu" width="400" /><br />
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<br />Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-51464467042683319872016-07-17T19:57:00.001-07:002016-07-17T19:57:14.227-07:00Mr Bean counts sheep<iframe width="420" height="315" src="https://www.youtube.com/embed/FmbmNp1RDCE" frameborder="0" allowfullscreen></iframe>Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-81903378143238458482016-06-29T01:54:00.000-07:002016-06-29T01:54:20.231-07:00Why maths in real life is so important?These photos are great discussions points.<br />
What is wrong with them?<br />
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<img src="https://s-media-cache-ak0.pinimg.com/236x/0b/5e/c4/0b5ec47fa9028de71fdc7e3d5955513c.jpg" /><br />
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<img height="254" src="https://s-media-cache-ak0.pinimg.com/236x/6c/ae/73/6cae73ad1f58c8c6c9031b72cab27370.jpg" width="320" /><br />
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<img height="240" src="http://www.oise.utoronto.ca/robertson/UserFiles/Image/what_s_wrong_with_this_picture.jpg" width="320" /><br />
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<img src="http://www.txcscopereview.com/wp-content/uploads/2014/04/Walmart-Sale-Sign.jpg" /><br />
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<img src="http://i1.wp.com/theverybesttop10.com/wp-content/uploads/2014/09/Top-10-Funny-Shop-Signs-That-are-Clearly-Lying-10.jpg?resize=396%2C294" /><br />
<br />Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com2tag:blogger.com,1999:blog-701660821553060483.post-60526953231823809382016-06-29T01:43:00.001-07:002016-06-29T01:43:24.561-07:00Beginning Algebra<img height="240" src="http://static3.businessinsider.com/image/56c4eaf0dd08958f618b4614/this-simple-math-problem-for-kids-is-frustrating-everyone-on-facebook.jpg" width="320" /><br />
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<img height="302" src="http://www.transum.org/Software/sw/Starter_of_the_day/Images/signs/fruit.png" width="320" /><br />
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<img src="https://qph.is.quoracdn.net/main-qimg-8c3c1d11ffd565df4157d7dda9076d7b?convert_to_webp=true" />Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-88676640878218115642016-05-25T17:34:00.002-07:002016-05-25T17:54:09.242-07:00Videos about Maths<iframe width="420" height="315" src="https://www.youtube.com/embed/t8XMeocLflc" frameborder="0" allowfullscreen></iframe>
<iframe width="420" height="315" src="https://www.youtube.com/embed/cy-8lPVKLIo" frameborder="0" allowfullscreen></iframe>
<iframe width="560" height="315" src="https://www.youtube.com/embed/bC7Ho9cmz4E" frameborder="0" allowfullscreen></iframe>
<iframe width="420" height="315" src="https://www.youtube.com/embed/bz7hj_YC3j0" frameborder="0" allowfullscreen></iframe>
<iframe width="560" height="315" src="https://www.youtube.com/embed/ARM42-eorzE" frameborder="0" allowfullscreen></iframe>
<iframe width="560" height="315" src="https://www.youtube.com/embed/_1x99bOX7Yo" frameborder="0" allowfullscreen></iframe>
<iframe width="560" height="315" src="https://www.youtube.com/embed/1QtdPfz_faM" frameborder="0" allowfullscreen></iframe>Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-12219184606366833102016-05-22T21:52:00.004-07:002016-05-22T21:52:50.532-07:00What do you notice, what do you see?We have been using real life maths pictures in class at the moment to see maths in real life.<br />
We are beginning to notice patterns, shapes, arrays and lots of other things. Here are some of the pictures we have looked at.<br />
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<img height="225" src="http://a.fastcompany.net/multisite_files/fastcompany/imagecache/1280/poster/2013/09/3016687-poster-1280-containership.png" width="400" /> <img height="320" src="http://media02.hongkiat.com/bird-eye-view-cities/mexico-city.jpg" width="316" /></div>
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<img height="227" src="https://qzprod.files.wordpress.com/2015/04/rtr3k9xk.jpg?quality=80&strip=all&w=1600" width="400" /></div>
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<img height="265" src="http://previews.123rf.com/images/balounm/balounm1310/balounm131000024/22860994-Multiple-closed-windows-on-a-large-office-building-Stock-Photo.jpg" width="400" /></div>
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<br />Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-84849854803950163362015-05-19T03:00:00.000-07:002015-05-19T03:00:09.351-07:00Don't forget to use Mathletics <span style="font-size: x-large;">A fun place to learn MATHS</span><br />
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<a href="http://www.mathletics.co.nz/"><span style="font-size: x-large;">Mathletics</span></a>Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-43819008960582810902015-02-15T21:30:00.002-08:002015-02-15T21:30:15.533-08:00Adding 10 song<iframe width="420" height="315" src="https://www.youtube.com/embed/XpoFxwKBwE8" frameborder="0" allowfullscreen></iframe>Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-28273078221419090782015-02-15T21:27:00.001-08:002015-02-15T21:27:28.206-08:00Jump Strategy<iframe width="420" height="315" src="https://www.youtube.com/embed/cWHXCAM6xJo" frameborder="0" allowfullscreen></iframe>Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-17713404183060257102015-02-15T21:26:00.001-08:002015-02-15T21:26:08.361-08:00Split Strategy or Place Value<iframe width="560" height="315" src="https://www.youtube.com/embed/XjRiQpMMI-k" frameborder="0" allowfullscreen></iframe>Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com1tag:blogger.com,1999:blog-701660821553060483.post-80450985056914930442015-02-15T21:23:00.001-08:002015-02-15T21:23:50.829-08:00Bridging to 10<iframe width="420" height="315" src="https://www.youtube.com/embed/tokmWMfIu8o" frameborder="0" allowfullscreen></iframe>Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-28945114384412617402014-08-10T22:40:00.001-07:002014-08-10T22:41:09.070-07:00Maths Week/<a href="http://www.mathsweek.org.nz/">Mathsweek</a><br />
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Click on this link to go to problems and gamesTeam Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com1tag:blogger.com,1999:blog-701660821553060483.post-36125564310949752452014-08-06T14:13:00.002-07:002014-08-06T14:13:21.596-07:00Fractions<a href="http://www.visualfractions.com/IdentifyCircles/identifycircles.html">Fraction Circles</a>Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-58562783551974743862014-07-28T20:44:00.002-07:002014-07-28T21:32:21.239-07:00Maths Games to try<br />
<b>Try out this website. Just click on the picture.</b><br />
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<a href="http://www.topmarks.co.uk/maths-games/hit-the-button"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTVLCPie8TVtMTMM4o5xvH1l1T-lUjcFwuDYUJ_Kx5jqRrAm6X6ko0cVXKFLRLnoWW_qkes_NFHvIgZzeaV18Kc_clqnNWjito4JMGKrcbJ2KDMMKU2SeYBKboUxj4rfido5x24lt-9qk/s1600/formaths+link.PNG" height="208" width="320" /></a></div>
<br />Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com0tag:blogger.com,1999:blog-701660821553060483.post-80827540283551666362014-04-23T15:34:00.001-07:002014-04-23T15:34:32.889-07:00April 2014Welcome to Maths @ Edendale<br />
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This blog is designed to be used for practice activities. Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com3tag:blogger.com,1999:blog-701660821553060483.post-70536840320161863392013-10-01T21:20:00.000-07:002013-10-01T21:20:16.290-07:00Lots of games<br />
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Fractions and Decimals</div>
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<a href="http://www.topmarks.co.uk/maths-games/7-11-years/fractions-and-decimals">http://www.topmarks.co.uk/maths-games/7-11-years/fractions-and-decimals</a><div>
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Problem Solving-remember to read the questions properly!</div>
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<a href="http://www.topmarks.co.uk/maths-games/7-11-years/problem-solving">http://www.topmarks.co.uk/maths-games/7-11-years/problem-solving</a><br /><div>
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Team Kereruhttp://www.blogger.com/profile/05438049581425904047noreply@blogger.com1