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Simplify ((6x-5)^3(2)(x^2+4)(2x))+((x^2+4)^2(3)(6x-5)^2(6)) The final answer should be 2(5−6x)2(4+x2)(36−10x+21x^2)) And I got 7200−19280x+21168x^2−17780x^3+10890x^4−3240x^5+1512x^6
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\[ ((6x-5)^3(2)(x^2+4)(2x))+((x^2+4)^2(3)(6x-5)^2(6))\]
((6x-5)^(3)(2)(x^(2)+4)(2x))+((x^(2)+4)^(2)(3)(6x-5)^(2)(6)) (6x-5)^(3)(2)(x^(2)+4)(2x)+((x^(2)+4)^(2)(3)(6x-5)^(2)(6)) (6x-5)^(3)(2)(x^(2)+4)(2x)+(x^(2)+4)^(2)(3)(6x-5)^(2)(6) (6x-5)^(3)(2)(x^(2)+4)(2x)+(18x-15)(6x-5)(6) (6x-5)^(3)(2)(x^(2)+4)(2x)+(108x^(2)-180x+75)(6) (6x-5)^(3)(2)(x^(2)+4)(2x)+(648x^(2)-1080x+450) (6x-5)^(3)(2)(x^(2)+4)(2x)+648x^(2)-1080x+450
i dont think you'll get 2(5−6x)2(4+x2)(36−10x+21x^2))
Sigh... okay, thanks so much!!! for your efforts
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