72w^5-56w^4+32w^3/-8w^2

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Solution for 72w^5-56w^4+32w^3/-8w^2 equation: 


w in (-oo:+oo)

72*w^5+w^2*((32*w^3)/(-8))-(56*w^4) = 0

72*w^5+w^2*((32*w^3)/(-8))-56*w^4 = 0

68*w^5-56*w^4 = 0

4*w^4*(17*w-14) = 0

17*w-14 = 0 // + 14

17*w = 14 // : 17

w = 14/17

4*w^4 = 0

4*w^4 = 0 // : 4

w^4 = 0

w = 0

w in { 14/17, 0 }

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