The numbers are 6, 8 and 10.
Since they are co-prime, the LCM is their product, 480.
480
5% of 480 = 5% * 480 = 0.05 * 480 = 24
35% of 480:= 35% * 480= 0.35 * 480= 168
12.5% of 480= 12.5% * 480= 0.125 * 480= 60
First, multiply the top numbers: 32x15=480 Then multiply the bottom numbers 12x12=144 Then put the product of the top numbers of the product of the bottom numbers: 480/144 Then reduce! 10/3
No. "Product" is a binary operation, which means that a product is defined for two (or more) numbers but never for just one number.
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!
480
24 $20 bills are worth $480, even in a set with consecutive serial numbers. The only way they would be worth more is if they're older bills in good condition.
Since they are co-prime, the LCM is their product, 480.
480
12,960
Even
The product of 6, 10 and 8 is 480.
The least common multiple of two numbers is the product of the two numbers divided by their greatest common factor. The greatest common factor of 15 and 32 is 1, so the least common multiple is 15 x 32 ÷ 1 = 480.
2 , 240