SOLUTION: Factoring Polynomials Factor the Following Polynomials Completely 1) x^2-7x+10 2) x^2+4x-5 3) x^2+4x-12 4) x^2-4x-12 5) x^2-3x-4 6) x^2-3x-10 7) x^2-8x-9 8) x^2+8x-16

Algebra ->  Polynomials-and-rational-expressions -> SOLUTION: Factoring Polynomials Factor the Following Polynomials Completely 1) x^2-7x+10 2) x^2+4x-5 3) x^2+4x-12 4) x^2-4x-12 5) x^2-3x-4 6) x^2-3x-10 7) x^2-8x-9 8) x^2+8x-16       Log On


   

Question 116561: Factoring Polynomials
Factor the Following Polynomials Completely
1) x^2-7x+10
2) x^2+4x-5
3) x^2+4x-12
4) x^2-4x-12
5) x^2-3x-4
6) x^2-3x-10
7) x^2-8x-9
8) x^2+8x-16
9) x^2-13x+22
10) x^2-4x-5
11) x^2-10x+21
12) x^2-11x-12
13) x^2-8x+12
14) x^2-13x+12
15) x^2-x-12
16) x^2-7x+12
17) x^2+11x-12
18) x^2-10x+9
19) x^2+12x+27
20) x^2-x-6
21) x^2-3x+10
22) x^2+3x-10
23) x^2-8x+16
24) x^2-14x+48
Answer by bucky(2189) About Me  (Show Source):
You can put this solution on YOUR website!
Here's your homework:
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1) x^2-7x+10 = (x - 5)*(x - 2)
2) x^2+4x-5 = (x + 5)*(x - 1)
3) x^2+4x-12 = (x + 6)*(x - 2)
4) x^2-4x-12 = (x - 6)*(x + 2)
5) x^2-3x-4 = (x - 4)*(x + 1)
6) x^2-3x-10 = (x - 5)*(x + 2)
7) x^2-8x-9 = (x - 9)*(x + 1)
8) x%5E2%2B8x-16+=+%28x+%2B+4%2Asqrt%282%29%2B4%29%2A%28x+-+4%2Asqrt%282%29+%2B4%29
9) x^2-13x+22 = (x - 11)*(x - 2)
10) x^2-4x-5 = (x - 5)*(x + 1)
11) x^2-10x+21 = (x - 7)*(x - 3)
12) x^2-11x-12 = (x - 12)*(x + 1)
13) x^2-8x+12 = (x - 6)*(x - 2)
14) x^2-13x+12 = (x - 12)*(x - 1)
15) x^2-x-12 = (x - 4)*(x + 3)
16) x^2-7x+12 = (x - 4)*(x - 3)
17) x^2+11x-12 = (x + 12)*(x - 1)
18) x^2-10x+9 = (x - 9)*(x - 1)
19) x^2+12x+27 = (x + 9)*(x + 3)
20) x^2-x-6 = (x - 3)*(x + 2)
21)
22) x^2+3x-10 = (x + 5)*(x - 2)
23) x^2-8x+16 = (x - 4)^2
24) x^2-14x+48 = (x - 8)*(x - 6)
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It's late at night. I suggest you check the answers to ensure that I didn't make any dumb
errors including typos.
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Hope this helps you to see how factoring works.
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