(6/5(x-4))-(7/x+2)=(5/x-4)

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Solution for (6/5(x-4))-(7/x+2)=(5/x-4) equation:


D( x )

x = 0

x = 0

x = 0

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

(6/5)*(x-4)-(7/x)-2 = 5/x-4 // - 5/x-4

(6/5)*(x-4)-(7/x)-(5/x)-2+4 = 0

(6/5)*(x-4)-7*x^-1-5*x^-1-2+4 = 0

6/5*(x-4)-7/x-5/x-2+4 = 0

(6/5*x*(x-4))/x-7/x-5/x+(-2*x)/x+(4*x)/x = 0

6/5*x*(x-4)-2*x+4*x-7-5 = 0

6/5*x^2-24/5*x-2*x+4*x-7-5 = 0

6/5*x^2-24/5*x-2*x+4*x-12 = 0

6/5*x^2-34/5*x+4*x-12 = 0

6/5*x^2-14/5*x-12 = 0

6/5*x^2-14/5*x-12 = 0

2*(3/5*x^2-7/5*x-6) = 0

3/5*x^2-7/5*x-6 = 0

DELTA = (-7/5)^2-(-6*3/5*4)

DELTA = 409/25

DELTA > 0

x = ((409/25)^(1/2)+7/5)/(3/5*2) or x = (7/5-(409/25)^(1/2))/(3/5*2)

x = 5/6*((409/25)^(1/2)+7/5) or x = 5/6*(7/5-(409/25)^(1/2))

2*(x-5/6*(7/5-(409/25)^(1/2)))*(x-5/6*((409/25)^(1/2)+7/5)) = 0

(2*(x-5/6*(7/5-(409/25)^(1/2)))*(x-5/6*((409/25)^(1/2)+7/5)))/x = 0

(2*(x-5/6*(7/5-(409/25)^(1/2)))*(x-5/6*((409/25)^(1/2)+7/5)))/x = 0 // * x

2*(x-5/6*(7/5-(409/25)^(1/2)))*(x-5/6*((409/25)^(1/2)+7/5)) = 0

( x-5/6*((409/25)^(1/2)+7/5) )

x-5/6*((409/25)^(1/2)+7/5) = 0 // + -5/6*((409/25)^(1/2)+7/5)

x = -(-5/6*((409/25)^(1/2)+7/5))

x = 5/6*((409/25)^(1/2)+7/5)

( x-5/6*(7/5-(409/25)^(1/2)) )

x-5/6*(7/5-(409/25)^(1/2)) = 0 // + -5/6*(7/5-(409/25)^(1/2))

x = -(-5/6*(7/5-(409/25)^(1/2)))

x = 5/6*(7/5-(409/25)^(1/2))

x in { 5/6*((409/25)^(1/2)+7/5), 5/6*(7/5-(409/25)^(1/2)) }

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