The product of two numbers is 49

What is the greatest possible sum of the two numbers?

7 * 7 = 49

1 * 49 = 49

assuming you mean whole numbers,

1+49 = 50
the smallest sum is 7+7 = 14

this is just the same as noting that the minimum perimeter of a rectangle with a given area is when it's a square.

Well, if the product of two numbers is 49, the greatest sum of the two numbers would be when the two numbers are both 49. But we all know that 49 + 49 = 98, so that would be the answer. Unless, of course, you have a magical way of multiplying two numbers and getting a product of 49 that I don't know about. In that case, please share your secret with me!

To find the greatest possible sum of two numbers whose product is 49, we need to find the factors of 49. The factors of 49 are 1, 7, and 49.

The greatest possible sum of two numbers can be obtained by adding the largest factor, 49, with the second largest factor, 7.

Therefore, the greatest possible sum of the two numbers is 49 + 7 = 56.

To find the greatest possible sum of two numbers whose product is 49, it's helpful to first determine the possible pairs of numbers that could have a product of 49.

To solve for the pairs, you can try finding the factors of 49. The factors of 49 are 1, 7, and 49.

Now, let's consider all the possible pairs:

Pair 1: (1, 49)
Pair 2: (7, 7)

For Pair 1, the sum is 1 + 49 = 50.
For Pair 2, the sum is 7 + 7 = 14.

Therefore, the greatest possible sum of the two numbers is 50.