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55.15

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55

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55.15

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55 cases and 75 individual pieces of paper

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55 cases and 75 individual pieces of paper

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55

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55.15

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I GOT

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55 reams

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He can fit a total of 55 stacked reams.

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The correct right answear is 56 because used the brain and math power to get 56

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Nîkkkœłåß áñd kætęlÿīń

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Nîkkkœłåß áñd kætęlÿīń

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We think the answer is 54

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Acording t to physics the answer would be over 55. But, I rounded and got 55 but that is not the true answer tbh.

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I got 56

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I got around 56

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I rounded up to 56

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I got 55

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We got about 55

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I got 55.1

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About 55 stacks

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N 🐩

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It is 55.1515151515

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273(height of wall in cm) divided by 24.75(height of 5 stacks of paper) is 11. You would multiply 11 by 5 because there are 5 paper stacks per 24.75 cm. The amount of stacked papers necessary is 55.

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I got about 11

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I got, 5,000

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24.75/4.95 = 4.95 cm (height of one stack)

273/4.95 ~= 55

Therefore, approximately 55 stacks of paper will go from the floor to the ceiling.

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Here's my solution...

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Here's my solution - the REAL WORLD solution!

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Stacking Paper - 3 Act Math Task - Act 3

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http://tapintoteenminds.com/3act-math/stacking-paper/ Act 3: Check Out The Solution! Students can then view the solution here: