[accordion openall=”false” clicktoclose=”true” state=”closed” autoclose=”false” openfirst=”true” clicktoclose=”true”]
[accordion-item title=”What do you notice? What do you wonder?”]
[/accordion-item]
[accordion-item title=”Spark Image”]
[/accordion-item]
[accordion-item title=”Make an Estimate”]
Which cylinder can hold more popcorn?
Make an estimate.
[/accordion-item]
[/accordion]
[accordion openall=”false” clicktoclose=”true” state=”closed” autoclose=”false” openfirst=”true” clicktoclose=”true”]
[accordion-item title=”Struggle Prompt”]
Use two pieces of 8.5” by 11” paper to create the two cylinders we saw in the video; one created by holding the paper lengthwise and the second by holding the paper widthwise.
Update your estimate.
[/accordion-item]
[/accordion]
[accordion openall=”false” clicktoclose=”true” state=”closed” autoclose=”false” openfirst=”true” clicktoclose=”true”]
[accordion-item title=”Reveal Video”]
[/accordion-item]
[accordion-item title=”Reveal Image”]
[/accordion-item]
[/accordion]
[accordion openall=”false” clicktoclose=”true” state=”closed” autoclose=”false” openfirst=”true” clicktoclose=”true”]
[accordion-item title=”Consolidation Prompt #1″]
The radius of a cylindrical container is 7 cm.
The height of the container is 20 cm.
Without the use of a calculator, about how much popcorn can this container hold?
[/accordion-item]
[accordion-item title=”Consolidation Prompt #2″]
What might a general rule be for how you could tell whether two different cylinders with the same lateral area (area of the “curved side”) will have the greater volume? Convince your peers.
[/accordion-item]
[/accordion]
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