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8 + 2SQRT(13) & 8 - 2SQRT(13)
Let x be one number & y the other. So you have 2 equations with 2 unknowns:
(1) x*y = 12
(2) x + y = 16
Rearranging (2) for y to get y=16-x. Now substitute this expression into equation (1):
x*(16-x) = 12
16x - x2 = 12
x2-16x+12 = 0
Now use the quadratic equation to solve for x and get the answer above.
What else can I help you with?
What is the sum and product of 72 and 12?
The sum of 72 and 12 is 84. The product of the two numbers is 864.
If the sum of two numbers is 20 the product is 96 what are the two numbers?
12 and 8
Two numbers have a sum of 31 and a product of 228 What are the numbers?
If two numbers have a sum of 31 and a product of 228, then the two numbers are 12 and 19. Adding them will give you 31, and multiplying them gives you 228.
What two numbers give a sum of 23 and a product of 132?
11 and 12
The sum of two numbers is 27. Their product is 180. What is the number?
12 & 15
What is the sum and product of 72 and 12?
The sum of 72 and 12 is 84. The product of the two numbers is 864.
What two numbers are the sum of 8 and product of 12?
6 and 2 are a number pair with a sum of 8 and a product of 12
If the sum of two numbers is 20 the product is 96 what are the two numbers?
12 and 8
It the sum of two numbers is 15 the product is 36 what are the two numbers?
3 and 12
If the sum of two numbers is 15 the product is 36 what are the two numbers?
12 and 3
Two numbers have a sum of 31 and a product of 228 What are the numbers?
If two numbers have a sum of 31 and a product of 228, then the two numbers are 12 and 19. Adding them will give you 31, and multiplying them gives you 228.
What are two numbers that the sum is -12 and the product is 24?
-4 and -6
What two numbers have a product of 32 and a sum of 12?
8 and 4
Which two numbers have a sum of 12 and a product of 36?
6 and 6
What two numbers have a sum of -7 and a product of 12?
They are: -3 and -4
What two numbers have a sum of 12 and a product of 27?
3 and 9
Which two numbers have a sum of 12 and a product of 27?
They are 3 and 9
