Factor the expression completely. Please help?
simplify a little
(10x)(x^2+3)^4(x-2)^4 + (20)(x^2+3)^5(x-2)^3
Factor out the common terms which would be 10, (x^2+3)^4 and (x-2)^3
that would give you
(10)(x^2+3)^4(x-2)^3 [ x(x-2) + 2(x^2+3)]
if your instructor wants you to simplify then,
(10)(x^2+3)^4(x-2)^3 [3x^2-2x+6]
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Verified answer
simplify a little
(10x)(x^2+3)^4(x-2)^4 + (20)(x^2+3)^5(x-2)^3
Factor out the common terms which would be 10, (x^2+3)^4 and (x-2)^3
that would give you
(10)(x^2+3)^4(x-2)^3 [ x(x-2) + 2(x^2+3)]
if your instructor wants you to simplify then,
(10)(x^2+3)^4(x-2)^3 [3x^2-2x+6]