1.123=770/(770-x)

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Solution for 1.123=770/(770-x) equation: 


D( x )

770-x = 0

770-x = 0

770-x = 0

770-x = 0 // - 770

-x = -770 // * -1

x = 770

x in (-oo:770) U (770:+oo)

1.123 = 770/(770-x) // - 770/(770-x)

1.123-(770/(770-x)) = 0

1.123-770*(770-x)^-1 = 0

1.123-770/(770-x) = 0

(1.123*(770-x))/(770-x)-770/(770-x) = 0

1.123*(770-x)-770 = 0

94.71-1.123*x = 0

(94.71-1.123*x)/(770-x) = 0

(94.71-1.123*x)/(770-x) = 0 // * 770-x

94.71-1.123*x = 0

94.71-1.123*x = 0 // - 94.71

-1.123*x = -94.71 // : -1.123

x = -94.71/(-1.123)

x = 84.3365984

x = 84.3365984

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