How do you find the product $- 5 w^{2} (8 w^{2} x - 11 w x^{2}) + 6 x (9 w x^{4} - 4 w - 3 x^{2})$ $-5w^2(8w^2x-11wx^2)+6x(9wx^4-4w-3x^2)$ ?

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How do you find the product $- 5 w^{2} (8 w^{2} x - 11 w x^{2}) + 6 x (9 w x^{4} - 4 w - 3 x^{2})$ $-5w^2(8w^2x-11wx^2)+6x(9wx^4-4w-3x^2)$ ?

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Answer 1 · 2018-06-13T07:31:13

$- 40 w^{4} x + 55 w^{3} x^{2} + 54 w x^{5} - 24 w x - 18 x^{3}$ $-40w^4x+55w^3x^2+54wx^5-24wx-18x^3$

Explanation:

$- 5 w^{2} (8 w^{2} x - 11 w x^{2}) + 6 x (9 w x^{4} - 4 w - 3 x^{2})$ $-5w^2(8w^2x-11wx^2)+6x(9wx^4-4w-3x^2)$
$= - 40 w^{4} x + 55 w^{3} x^{2} + 54 w x^{5} - 24 w x - 18 x^{3}$ $=-40w^4x+55w^3x^2+54wx^5-24wx-18x^3$

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How do you find the product $- 5 w^{2} (8 w^{2} x - 11 w x^{2}) + 6 x (9 w x^{4} - 4 w - 3 x^{2})$ $-5w^2(8w^2x-11wx^2)+6x(9wx^4-4w-3x^2)$ ?

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Science

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How do you find the product −5w2(8w2x−11wx2)+6x(9wx4−4w−3x2)-5w^2(8w^2x-11wx^2)+6x(9wx^4-4w-3x^2)?

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How do you find the product $- 5 w^{2} (8 w^{2} x - 11 w x^{2}) + 6 x (9 w x^{4} - 4 w - 3 x^{2})$ $-5w^2(8w^2x-11wx^2)+6x(9wx^4-4w-3x^2)$ ?