Division With Remainders: Just Do It (RIGHT!)

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This is not the worst 15 minutes of your life, but if you're teaching division, it will confirm that you're probably doing your students a great disservice if they're not dealing with division problems on a regular basis that have remainders, and, more importantly, depending on the context, the remainder can be used to round the answer up, round it down, be discarded in its entirety or absabadutely must be included in the answer. I know it's all confusing, but this video uses concrete models (well, almonds actually) to show how you can model division with remainder clearly and productively.

This is the companion to Four Ways to Interpret Remainders in Divsiion which is included in this video.
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