How many blocks 1 inch on each edge would it take to fill a shoe box that is 12 inches long , 6inches wide , and 5 inches high ?
IM A TROLL
GET TROLLED!!!!
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JK the answer is 360
What is 12 x 6 x 5 ?
How many blocks 1 inch on each edge would it take to fill a shoebox that is 12-inch longer 6 inches wide and 5 inches tall
To find out how many blocks with 1 inch on each edge would fill the shoe box, you need to calculate the volume of the shoe box and then divide it by the volume of each block.
The volume of a rectangular prism, like the shoe box, can be calculated by multiplying its length, width, and height. In this case, the shoe box has a length of 12 inches, width of 6 inches, and height of 5 inches.
Volume of the shoe box = Length × Width × Height
= 12 inches × 6 inches × 5 inches
= 360 cubic inches
Now, each block has dimensions of 1 inch on each edge, so its volume is simply 1 cubic inch.
To find the number of blocks needed to fill the shoe box, divide the volume of the shoe box by the volume of each block.
Number of blocks needed = Volume of shoe box ÷ Volume of each block
= 360 cubic inches ÷ 1 cubic inch
= 360 blocks
Therefore, it would take 360 blocks with 1 inch on each edge to completely fill the shoe box.