0
Let the numbers by 'm' & 'n'
Hence
mn = -72
m + n = -1
It follows
m = -1-n
Substitute
(-1-n)N = -72
Multiply out the brackets
-n - n^(2) = -72
Hence
n^2 + n -72 = 0
It is now in quadratic form to solve for 'n'
Factor
(n + 9)(n - 8) = 0
Hence n = -9 & n = m = 8
So the two numbers are '-9' & '8' .
What else can I help you with?
What two numbers multiply to 3969 and add up to 36?
4005
What numbers can you multiply together to get -432 that also add together to get -66?
-498
What two numbers multiply to 75 and add up to -3?
72
How many ways can you add two numbers to get 72?
there are 36 ways to add up to
What numbers add up to equal 21 and multiply to equal 72?
93
What 2 numbers multiply to -72 but add to -29?
The two numbers that multiply to -72 and add to -29 are approximately 3.57 and -32.57.
What two numbers add up to -72 and multiply to 1296?
The two numbers are... -36 and -36
What two numbers equal -30 when you add them but 72 when you multiply them?
42
What two numbers multiply to get 72?
Two numbers that you can multiply together to get 72 are: 36 and 2.
What two numbers add to give -1 and multiply to give -72?
-73
What two numbers multiply together to equal -1008 and add together to equal 72?
-936
What two numbers multiply to 72 and add to 19?
The factor pairs of 72 are (72,1)(36,2)(24,3)(18,4)(12,6)(9,8) None of them total 19.
What two numbers multiply to 3969 and add up to 36?
4005
What are two numbers that multiply to 72 and add to 34?
106
What 2 numbers add to get 14 and multiply to -72?
The two numbers that add to get 14 and multiply to -72 are 18 and -4. This is because 18 + (-4) = 14 and 18 * (-4) = -72. The key to finding these numbers is to recognize that their sum is positive and their product is negative, indicating that one number is positive and the other is negative.
Two numbers that multiply to 1260 but add up to 72?
1332
What two numbers a negative and positive multiply to 72 and add up to -17?
A negative and a positive number will multiply to a negative number. Other than that, -9 and -8 will satisfy your conditions.
