180=(7/X)+X

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Solution for 180=(7/X)+X equation:


D( X )

X = 0

X = 0

X = 0

X in (-oo:0) U (0:+oo)

180 = X+7/X // - X+7/X

180-X-(7/X) = 0

180-X-7*X^-1 = 0

180*X^0-1*X^1-7*X^-1 = 0

(180*X^1-1*X^2-7*X^0)/(X^1) = 0 // * X^2

X^1*(180*X^1-1*X^2-7*X^0) = 0

X^1

180*X-X^2-7 = 0

180*X-X^2-7 = 0

DELTA = 180^2-(-7*(-1)*4)

DELTA = 32372

DELTA > 0

X = (32372^(1/2)-180)/(-1*2) or X = (-32372^(1/2)-180)/(-1*2)

X = (2*8093^(1/2)-180)/(-2) or X = (-2*8093^(1/2)-180)/(-2)

X in { (2*8093^(1/2)-180)/(-2), (-2*8093^(1/2)-180)/(-2)}

X in { (2*8093^(1/2)-180)/(-2), (-2*8093^(1/2)-180)/(-2) }

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