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Q: List all the pairs of integers whose product is 36?

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1 and 24 2 and 12 3 and 8 4 and 6

I would list all the factors of 480 (as pairs of numbers whose product is 480). Then find two pairs of numbers (L1,W1 and L2,W2) satisfying these properties. (It won't take long, since there are at most sqrt(480) (rounded down) pairs of numbers whose product is 480, ie. just try the numbers 1,2,3,...,21.) Hope that helps!

If you include negative numbers, the list is infinite.

The list of cubes for integers 1 to 40 are:18276412521634351272910001331172821972744337540964913583268598000926110648121671382415625175761968321952243892700029791327683593739304428754665650653548725931964000

Traditionally, the set of integers that represents the natural numbers is {1,2,3,...}, which are the positive integers. Some people include the non-negative integers as the set of natural numbers, which is {0,1,2,3,...}, and includes 0.

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List all the combination of positive integers that multiplies into 35, then you will see right away

1 and 24 2 and 12 3 and 8 4 and 6

I would list all the factors of 480 (as pairs of numbers whose product is 480). Then find two pairs of numbers (L1,W1 and L2,W2) satisfying these properties. (It won't take long, since there are at most sqrt(480) (rounded down) pairs of numbers whose product is 480, ie. just try the numbers 1,2,3,...,21.) Hope that helps!

If you include negative numbers, the list is infinite.

Put statements at the start of ones code will allow one to have a list of integers in their Java program. If one does this then they will successfully have integers in their code.

Which is the list of all integers from negative 1 to 1?Here is the list of integers: -1, -2, -3, -4, -5, -6, -7, -8, -9, 0, 1.

Millions of them! There's no trick to it until you tell uswhat their product has to be.

It is a list of two integers.

Every time you count things, you recite a list of integers.

297 integers, with an average of 5, multiply that to get what their sum was before averaging (=35). Make 6 of the integers 1 to find that greatest possible integer in the list.-Cheers.Actually you make 6 of your integers 1 you would get something else

The factor pairs are the length and width of the rectangles.

A list of three integers.