Question 1062734
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Volume of one construction block = (length)*(width)*(height)
Volume of one construction block = 2*5*4
Volume of one construction block = 40 cubic cm


Volume of the toy chest = (length)*(width)*(height)
Volume of the toy chest = 50*24*75
Volume of the toy chest = 90,000 cubic cm


Divide the volume of the toy chest over the volume of one construction block to get...


(volume toy chest)/(volume of 1 block) = (90,000)/(40) = 2,250


So if one block had a volume of 40 cubic cm, and there are 2,250 of these identical blocks, then they would take up a total volume of (2250)*(40) = 90,000 cubic cm. This value (2250) is the max number of blocks that the toy chest can hold. Any larger amount and it's too much. 


Rosa has only 2000 blocks though. This value is less than 2250 which means that there's still enough room.


The final answer is <font color=red>Yes, the volume of the chest is greater than the volume of all the blocks and the 2000 blocks can fit.</font> which is <font color=red>choice 2</font>
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