I am having an EXTREMELY HARD time trying to learn how to factor trinomial that have a special product. Can someone assist me PLEASE!
Do you have some related problems?
Yes, and thank you for your help. \[12x ^{2}+12x-9\]. I have the part about finding the factors of the first, and last terms. I came up with this: the factors of 12 are 1,12 12,1 2, 6 6, 2 3, 4 4,3 the factors of 9 are 1,9 9,1 3,3 there is no reverse for this factor Writing down the (x+ )(x- ) which is the next step.
This video must help you ALOT: http://www.khanacademy.org/math/algebra/polynomials/v/factoring-quadratic-expressions After you see this let me know and i'l guide you! :)
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I cannot load the Adobe flash player the computer is a rental, and for some strange reason I have been having issues all day with trying to install it
How much does it cost per hour.
I have the combinations for the factors of 12, and 9 (x+1)(12x-9) (x-1)(12+9) (x+9)(12x-1) (x-9)(12x+1) (x+3)(12x-3) (x-3)(12x+3) What am I supposed to do from here... should I work each combination, and when I do I am not sure how to tell which answer will be correct
try reading this:
First step in your problem: 3(4x^2 + 4x-3) Now factor the brackets. 3(2x-1)(2x+3)
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