43=(97-x)^(1/2)

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Solution for 43=(97-x)^(1/2) equation: 


D( x )

97-x < 0

97-x < 0

97-x < 0

97-x < 0

-x < -97 // * -1

x > 97

x in (-oo:97>

43 = (97-x)^(1/2) // - (97-x)^(1/2)

43-(97-x)^(1/2) = 0

-(97-x)^(1/2) = 43 // - 43

-(97-x)^(1/2) = -43 // ^ 2

abs(97-x) = (-43)^2 // - (-43)^2

abs(97-x)-(-43)^2 = 0

x in (-oo:+oo)

abs(97-x)

97-x >= 0

97-x >= 0

-x >= -97 // * -1

x <= 97

x in (-oo:97>

97-x-(-43)^2 = 0

x in (97:+oo)

x-(-43)^2-97 = 0

abs(97-x)-(-43)^2 = 0


/
| 97-x-(-43)^2 = 0 i x in (-oo:97>
| x-(-43)^2-97 = 0 i x in (97:+oo)


x in (-oo:97>

97-x-(-43)^2 = 0

-x-1752 = 0 // + 1752

-x = 1752 // * -1

x = -1752

x in (97:+oo)

x-(-43)^2-97 = 0

x-1946 = 0 // + 1946

x = 1946

x in { 1946} 

x = -1752

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