y=7/((x-9)^1/2)

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Solution for y=7/((x-9)^1/2) equation: 


D( x )

((x-9)^1)/2 = 0

((x-9)^1)/2 = 0

((x-9)^1)/2 = 0

(x-9)/2 = 0

x-9 = 0 // + 9

x = 9

x in (-oo:9) U (9:+oo)

y = 7/(((x-9)^1)/2) // - 7/(((x-9)^1)/2)

y-(7/(((x-9)^1)/2)) = 0

y-14*(x-9)^-1 = 0

y-14/(x-9) = 0

(y*(x-9))/(x-9)-14/(x-9) = 0

y*(x-9)-14 = 0

x*y-9*y-14 = 0

(x*y-9*y-14)/(x-9) = 0

(x*y-9*y-14)/(x-9) = 0 // * x-9

x*y-9*y-14 = 0

x*y-9*y-14 = 0 // + -9*y-14

x*y = -(-9*y-14) // : y

x = (-(-9*y-14))/y

x = (14-(-9*y))/y

x = (14-(-9*y))/y

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