The two numbers are 10 and 14.
If the second number is a multiple of the prime number, than the LCM is the second number. If the second number is not a multiple of the prime number, then the two numbers are relatively prime, and the LCM is the product of the two numbers.
Have the second number be greater than the first.
Have the second number be greater than the first.
The first number written is named the "multiplicand" and the second number is the "multiplier".
The answer is 55 and 60
If the second number is a multiple of the prime number, than the LCM is the second number. If the second number is not a multiple of the prime number, then the two numbers are relatively prime, and the LCM is the product of the two numbers.
Take two numbers. Throw (the first number) into a box (the second number) times. The total amount in the box is then the product of the two numbers.
Have the second number be greater than the first.
In a sum such as 6 x 3 = 18, the first number is the multiplier, the second number is the multiplicand, and the answer, the final number, is the product.
Have the second number be greater than the first.
The first number written is named the "multiplicand" and the second number is the "multiplier".
The answer is 55 and 60
Let X be the second number. The first number, 21 is 6.25% of the product, which means that 21 is 0.0625*X. Solving for X, we get X = 21/(0.0625) = 336. Therefore, the second number is 336.
380
You can do this by inspection. If the second number is smaller than the first, their difference is positive. If the second number is greater than the first, then their difference is negative. If the second number is the same as the first number, then their difference is zero.
The product of any two whole numbers is the result of multiplying them together. This product is always a whole number as well, since the multiplication of whole numbers does not yield fractions or decimals. For example, multiplying 3 and 4 gives a product of 12. Overall, the product reflects the total quantity when the first number is taken as many times as the value of the second number.
Yes because you could divide it by the first number and get the second number and vise versa i was also id1147693934