Depends on the size of the skittles.
Approximately 17028...good luck brother
253.125 blocks.
.21 yards of sand will fill an area 115 inches by 67 inches to a depth of 2.5 inches.
about 432 cubic inches
6,400 ft3
We must first calculate the volume of one skittle. The volume of a cuboid is its length X width X height. The skittles length is .5in and its width is also .5in, finally its height according to the problem is .25in. Thus if we follow the formula: .5in X .5in X .25in = .125in^3 Now we must find the area of the pool. Again we use the same formula: 59in X 59in X 8in = 27,848in^3 Now that we have both areas we can divide and find out the answer: 27,848in^3 / .125in^3 = 222,784 skittles. The answer is 222,784 skittles.
2
It honestly depends on the swimming pool, but probably a ton. :)
Approximately 17028...good luck brother
The volume is 23,430 cubic inches which would require 101.4 gallons to fill.
120
Depends on how fast you eat.
253.125 blocks.
Because they taste Nice !! (: They also fill up your sweet tooth craving!
they would both fill up at the same pace/rate
Long enough for you to become a raging diabetic...
.21 yards of sand will fill an area 115 inches by 67 inches to a depth of 2.5 inches.