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Since 30 is positive and the sum is negative, both factors must be negative. Let's just look for pairs of factors of 30:
30 = 1x30 = 2x15 = 3x10 = 5x6.
None of these factor pairs add to 30, so you can't solve this over the integers.
You are probably trying to solve a quadratic equation like x2 -12x +30 = 0. Since you can't find two binomial factors for the trinomial, you will have to use the quadratic formula to solve the equation. Haven't got that far in your algebra class? OK, just say it can't be done.
What else can I help you with?
What two factors give a product of -12 and sum of 1?
They are: -3 and 4
What two factors have a product of 24 and a sum of 12?
2.536 and 9.464 (to 3 dp)
What is the product and sum of 7 and 5?
Product = 35 Sum = 12
What is the sum of all the positive integer factors of 12?
The sum of all the positive factors of 12 is 28.
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
What two factors give a product of -12 and sum of 1?
They are: -3 and 4
What are two factors of -84 whose sum is 12?
There are no such numbers. The only two numbers that sum to 12 and whose product is -84 are irrational, and so cannot be considered as factors of 84.
What two factors have a product of 24 and a sum of 12?
2.536 and 9.464 (to 3 dp)
Product of 20 and a sum of 12?
The integers 2 and 10 have a product of 20 and a sum of 12.
What is the product and sum of 7 and 5?
Product = 35 Sum = 12
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 is the a sum of 12 and a product of 12?
24
What is the sum of all the positive integer factors of 12?
The sum of all the positive factors of 12 is 28.
What are the product of factors of 12?
The product of all of the factors of 12 is 1,728 .
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
What is a product of 27 the sum is 12?
9 x 3 = 27 9 + 3 = 12
What is the sum of the factors of 11?
12.
