<?xml version="1.0"?>
<rss version="2.0">
   <channel>
      <title>Multiplication by Christopher Allen</title>
      <link>https://padlet.com/callen22/ngdgi07hijsz</link>
      <description>How do you know if a problem can be solved using multiplication?</description>
      <language>en-us</language>
      <pubDate>2016-11-16 00:05:07 UTC</pubDate>
      <lastBuildDate>2023-02-22 20:16:23 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url>https://padlet-assets.s3.amazonaws.com/icons/Rocket.png</url>
      </image>
      <item>
         <title>Mason Gil</title>
         <author></author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138059646</link>
         <description><![CDATA[<div>&nbsp; when I am doing a adding I use multiplication to help me and it works.<br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:273,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:266}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="266" height="273"><figcaption class="caption"></figcaption></figure>&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 13:50:06 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138059646</guid>
      </item>
      <item>
         <title>JaCameren Martinez</title>
         <author>jmurray_faulk_25</author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138059665</link>
         <description><![CDATA[<div>A problem can be solved from multiplication From doing a diagram with small square's and said you had a problem like 6 x 5 you would count 6 time like this&nbsp;5 10 15 20 15</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 13:50:09 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138059665</guid>
      </item>
      <item>
         <title>Scarlett Celine Mckenzie </title>
         <author>smckenzie_25</author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138059685</link>
         <description><![CDATA[<div>you know if a problem can be solved using multiplication because if you need to add a number twice you can multiply like 10+10 you can easily do it with&nbsp; multiplication 10x2 its much easier &nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 13:50:12 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138059685</guid>
      </item>
      <item>
         <title>Jaiden Kilroy</title>
         <author></author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138086576</link>
         <description><![CDATA[<div>You know that a problem can be solved by multiplication for a example if the the math is perimeter. </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:47:34 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138086576</guid>
      </item>
      <item>
         <title>Tyler Nelson</title>
         <author></author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138086764</link>
         <description><![CDATA[<div>A problem could be solved from multiplication because its almost like adding, like adding 2 x 8 its like adding 8 two times</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:47:59 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138086764</guid>
      </item>
      <item>
         <title>Ava</title>
         <author>afoley_25</author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138086811</link>
         <description><![CDATA[<div>You know that a problem can be solved with multiplication if it is a primeter problem because you can add up the two different addens then multiply them by 2 too get you answer and can countiue your problem.<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:176,&quot;url&quot;:&quot;http://www.multiplicationmaster.com/static/img/multiplication-master-logo.png&quot;,&quot;width&quot;:503}" data-trix-content-type="image"><img src="http://www.multiplicationmaster.com/static/img/multiplication-master-logo.png" width="503" height="176"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:48:06 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138086811</guid>
      </item>
      <item>
         <title>Dylan Matthew Tosone </title>
         <author></author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138086922</link>
         <description><![CDATA[<div>It can be solved buy multiplication if it is a perimeter problem or a groups and how many in the groups problem.</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:48:19 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138086922</guid>
      </item>
      <item>
         <title>Austin Charette</title>
         <author></author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138087200</link>
         <description><![CDATA[<div>An example of ussing multiplication is 12 x 2 your just adding 12 two times and you will get the anser witch is 24</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:48:53 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138087200</guid>
      </item>
      <item>
         <title>Leah Petrarca </title>
         <author>lpetrarca_25</author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138087304</link>
         <description><![CDATA[<div>I know that I can use a perimeter problem and you just add the long side and then the wide side and then you multiply by 2 for each number.Like 5X5=25 and 6x5=30&nbsp;</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/127883936/ce33ec2eaaa26f0a348f18bf65e27695/Screenshot_2016_11_16_at_9_56_52_AM.png" />
         <pubDate>2016-11-16 14:49:04 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138087304</guid>
      </item>
      <item>
         <title>Abigail Ford</title>
         <author>aford_25</author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138087502</link>
         <description><![CDATA[<div>You know that you can use multiplication if a problem tells you to double a number!  Example:  <br>49 X 2 = 98<br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/127877966/25742ab1c8bd906a7bc589a80e74cbaa/s721203654691744814_p12_i3_w350.jpeg" />
         <pubDate>2016-11-16 14:49:26 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138087502</guid>
      </item>
      <item>
         <title>Emily</title>
         <author>evaudry_25</author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138087533</link>
         <description><![CDATA[<div>I know to use multiplication when there is a multiplication sign between two numbers. Like you could do 2x2 instead 2+2 </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:49:30 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138087533</guid>
      </item>
      <item>
         <title>Christian Briggs</title>
         <author></author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138087561</link>
         <description><![CDATA[<div>You now you can solve a multiplication problem if you have two of the same number. For example 24+24=48 or you could solve the problem like this 24x2=48<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:49:35 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138087561</guid>
      </item>
      <item>
         <title>Allie Iannotti</title>
         <author></author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138087573</link>
         <description><![CDATA[<div>You would know that a problem is multiplication because there may be two of the same number or if you are trying to find the area of something. </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:49:36 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138087573</guid>
      </item>
      <item>
         <title>Brooke Perreault</title>
         <author>bperreault_25</author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138087577</link>
         <description><![CDATA[<div>A problem can be solved in multiplication if its like 7+7 thats also 7x2</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/129477515/ffd93eba774538707203299c7b027af9/multiplication_mania_mary_s_blog_REavn1_clipart.jpg" />
         <pubDate>2016-11-16 14:49:37 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138087577</guid>
      </item>
      <item>
         <title>Skye Tavino</title>
         <author>stavino_25</author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138087685</link>
         <description><![CDATA[<div>You know that a multiplication problem could be solved because it might be a perimeter problem. For example you can do 60+60=120 or 60x2=120</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:49:48 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138087685</guid>
      </item>
      <item>
         <title>Cole Pacheco</title>
         <author>cpacheco_25</author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138088586</link>
         <description><![CDATA[<div>There will be 2 or more of the same number. Like instead of doing 2+2 you could put 2x2 </div>]]></description>
         <enclosure url="https://www.google.com/imgres?imgurl=https%3A%2F%2Flh6.ggpht.com%2F0i8aaKoEuZfGq4DsrqYTa8L0HF_cc4nFhaChJRCOpBPncMdzkjex7TIRHBiTCMR9eBt2%3Dw300&amp;imgrefurl=https%3A%2F%2Fplay.google.com%2Fstore%2Fapps%2Fdetails%3Fid%3Dair.FlashTimesTables&amp;docid=yEkXnzHCchadAM&amp;tbnid=apbZscgyr_jV7M%3A&amp;vet=1&amp;w=300&amp;h=300&amp;safe=active&amp;bih=631&amp;biw=1366&amp;ved=0ahUKEwiX1LCow63QAhUI5IMKHbNgAngQMwg3KAcwBw&amp;iact=mrc&amp;uact=8" />
         <pubDate>2016-11-16 14:51:30 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138088586</guid>
      </item>
      <item>
         <title>Kristina Sarlo</title>
         <author>ksarlo_25</author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138088873</link>
         <description><![CDATA[<div>You know that you can solve a problem using multiplication because you can have 5 groups of 2 and the answer would be 10.</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:52:00 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138088873</guid>
      </item>
      <item>
         <title>Dylan Joesph Briggs    </title>
         <author>dbriggs_25</author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138089123</link>
         <description><![CDATA[<div>You know you can use multiplication because you multiply numbers like 5x2 or 10x3</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/142934755/b66ad4adcbbb385b58dd92fb9a66097a/images.png" />
         <pubDate>2016-11-16 14:52:26 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138089123</guid>
      </item>
      <item>
         <title>debra</title>
         <author></author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138090009</link>
         <description><![CDATA[<div>if you add somtething you sometimes can multipliit like 5+5 is 10 well 5x2 is 20<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:54:03 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138090009</guid>
      </item>
      <item>
         <title>Evonna Lutz</title>
         <author></author>
         <link>https://padlet.com/callen22/ngdgi07hijsz/wish/138090017</link>
         <description><![CDATA[<div>I know that perimeter problems you have to multiply the width and the length. </div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-16 14:54:04 UTC</pubDate>
         <guid>https://padlet.com/callen22/ngdgi07hijsz/wish/138090017</guid>
      </item>
   </channel>
</rss>
