(v-2)/(2v^2)-(10v)-(v+3)/(2v^2)-(10v)

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Solution for (v-2)/(2v^2)-(10v)-(v+3)/(2v^2)-(10v) equation:


D( v )

2*v^2 = 0

2*v^2 = 0

2*v^2 = 0

2*v^2 = 0 // : 2

v^2 = 0

v = 0

v in (-oo:0) U (0:+oo)

(v-2)/(2*v^2)-((v+3)/(2*v^2))-(10*v)-(10*v) = 0

(v-2)/(2*v^2)-((v+3)/(2*v^2))-10*v-10*v = 0

(v-2)/(2*v^2)+(-1*(v+3))/(2*v^2)-10*v-10*v = 0

(v-2)/(2*v^2)+(-1*(v+3))/(2*v^2)+(-10*2*v*v^2)/(2*v^2)+(-10*2*v*v^2)/(2*v^2) = 0

v-1*(v+3)-10*2*v*v^2-10*2*v*v^2-2 = 0

-20*v^3-20*v^3-5 = 0

-40*v^3-5 = 0

(-40*v^3-5)/(2*v^2) = 0

(-40*v^3-5)/(2*v^2) = 0 // * 2*v^2

-40*v^3-5 = 0

-40*v^3 = 5 // : -40

v^3 = -1/8

v^3 = -1/8 // ^ 1/3

v = -1/2

v = -1/2

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