Nearing the end of our Solids and Liquids science unit,
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)
the kids had the hands-on-task of choosing materials and designing a raft. Students were not assessed on whether their raft could float or not. It was about whether they could trouble shoot and
explain why their boat was buoyant or not, using everything we learned about buoyancy and absorption.