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Factor the trinomal x^2+11x+30 a. (x+10) (x+3) b. (x+7) (x+4) c. (x-6) (x-5) d. (x+6) (x+5)
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simplify the independent coefficient, 30, what factors would it give? well, it has |dw:1371751826754:dw| so, your factors are 5, 3 and 1 now, just find 2 values that , multiplied will give 30, and added together will give 11 $$ x^2+\color{blue}{11}x+\color{red}{30} \implies (x\pm \ \ ?)(x \pm \ \ ?) $$
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