(3w^5z^2)(5z^5)/(-2w^5z^3)^-3

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Solution for (3w^5z^2)(5z^5)/(-2w^5z^3)^-3 equation: 


D( x )

-2*w^5*z^3 = 0

(-2*w^5*z^3)^-3 = 0

-2*w^5*z^3 = 0

-2*w^5*z^3 = 0

-2*w^5*z^3 = 0

x należy do R

(-2*w^5*z^3)^-3 = 0

(-2*w^5*z^3)^-3 = 0

-1/8*w^-15*z^-9 = 0

x należy do R

x belongs to the empty set

(3*5*w^5*z^2*z^5)/((-2*w^5*z^3)^-3) = 0

x belongs to the empty set

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