9/22=(5w+1)/(w+3)

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Solution for 9/22=(5w+1)/(w+3) equation: 


D( w )

w+3 = 0

w+3 = 0

w+3 = 0

w+3 = 0 // - 3

w = -3

w in (-oo:-3) U (-3:+oo)

9/22 = (5*w+1)/(w+3) // - (5*w+1)/(w+3)

9/22-((5*w+1)/(w+3)) = 0

(-1*(5*w+1))/(w+3)+9/22 = 0

(-1*22*(5*w+1))/(22*(w+3))+(9*(w+3))/(22*(w+3)) = 0

9*(w+3)-1*22*(5*w+1) = 0

5-101*w = 0

(5-101*w)/(22*(w+3)) = 0

(5-101*w)/(22*(w+3)) = 0 // * 22*(w+3)

5-101*w = 0

5-101*w = 0 // - 5

-101*w = -5 // : -101

w = -5/(-101)

w = 5/101

w = 5/101

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