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What is the smallest perfect cube box that will fit 3 sets of 36 blocks?
Required volume = 3*36 = 108 Cube options: 43 = 64 < 108 < 125 = 53 So a perfect cube box, with sides of length 5 units would be the smallest suitable box.
What does the range in a box plot tell us?
It tells you how much larger the largest observation is compared to the smallest.
What are the dimensions of the lowest possible surface area for a box with a volume of 264 in cubed?
If by box you mean a cuboid shaped box, then the smallest surface area is a cube of side 2641/3 ~= 6.42 in (of approx 246.92 sq in). If there is no limitation on the interpretation of the shape of the box, then the smallest surface area is a sphere of radius (3/4 x 264 / {pi})1/3 = (198 / {pi})1/3 ~= 3.98in (of approx 199.02 sq in)..
What are the values that make up the box-and-whisker plot?
From smallest to largest, they are the minimum, lower quartile, median, upper quartile and maximum.
How many loads can you wash with one box if it contains 35 cups of laundry detergent and you only use 1 cup per load of laundry?
If you use one perfect cup, you can wash 35 loads with one box if it contains 35 cups of laundry detergent and you only use 1 cup per load of laundry. 35 divided by 1 =35 NOTE: By the way, usually 1 full cup is far too much for 1 load of laundry unless it is super dirty and is a very full load.
