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2x^2 +2x =12 solve and check
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You can divide by 2:\[x^2+x=6\]Then subtract 6:\[x^2+x-6=0\]Now use the "sum-product method" or how it's called ;) to write this as a product:\[(x.....)(x.....)=0\]You are looking for two numbers with sum 1 (the number of x-terms) and product -6 (the constant term). They are not difficult to find...
So would the products be -3, 2
Thanks for your help. :)
I'd say 3 and -2, so your equation becomes\[(x+3)(x-2)=0\]Which means solutions are x=-3 and x=2!
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