((36u^6)-(16u^5))/(4u^2)

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Solution for ((36u^6)-(16u^5))/(4u^2) equation: 


D( u )

4*u^2 = 0

4*u^2 = 0

4*u^2 = 0

4*u^2 = 0 // : 4

u^2 = 0

u = 0

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

(36*u^6-(16*u^5))/(4*u^2) = 0

(36*u^6-16*u^5)/(4*u^2) = 0

36*u^6-16*u^5 = 0

4*u^5*(9*u-4) = 0

9*u-4 = 0 // + 4

9*u = 4 // : 9

u = 4/9

4*u^5*(u-4/9) = 0

(4*u^5*(u-4/9))/(4*u^2) = 0

( 4*u^5 )

4*u^5 = 0 // : 4

u^5 = 0

u = 0

( u-4/9 )

u-4/9 = 0 // + 4/9

u = 4/9

u in { 0} 

u = 4/9

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