4/(1-((5-25x)/4))

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Solution for 4/(1-((5-25x)/4)) equation:


D( x )

1-((5-(25*x))/4) = 0

1-((5-(25*x))/4) = 0

1-((5-(25*x))/4) = 0

1-((5-25*x)/4) = 0

(-1*(5-25*x))/4+1 = 0

(-1*(5-25*x))/4+(1*4)/4 = 0

1*4-1*(5-25*x) = 0

25*x-1 = 0

(25*x-1)/4 = 0

(25*x-1)/4 = 0 // * 4

25*x-1 = 0

25*x-1 = 0 // + 1

25*x = 1 // : 25

x = 1/25

x in (-oo:1/25) U (1/25:+oo)

4/(1-((5-(25*x))/4)) = 0

4/(1-((5-25*x)/4)) = 0

4/((-1*(5-25*x))/4+1) = 0

(-1*(5-25*x))/4+1 = 0

(-1*(5-25*x))/4+(1*4)/4 = 0

1*4-1*(5-25*x) = 0

25*x-1 = 0

(25*x-1)/4 = 0

(25*x-1)/4 = 0 // * 4

25*x-1 = 0

4/(25*x-1) = 0

x belongs to the empty set

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