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Can someone please explain how to do this problem?
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\[(49+16b+2b^2) \div (2b+4)\]
\[(2b^2+16b+49)\div (2b+4) \] Reordered.
OK. The problem here is that - 2b^2 + 16b + 49. a = 2, b = 16, c = 49. b^2-4ac = 16^2 - 4.49.2 => 256 - 392 = -136. So u cannot cancel the denominator completely.(the solutions of numerator are imaginary hence factorising eqn is quite obscure.) However u can make them as 3 separate fractions and evaluate - 2b^2/2(b+2) + 16b/2(b+2) + 49/2b+4 => b^2/b+2 + 8b/b+2 + 49/2b+4.
Ok, thanks :)
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