Question

x/x-1 +x-1/x=9/8,
solve it ​

Answer 1

Answer:

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Step-by-step explanation:

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Answer 2

Step-by-step explanation:

am gonna tell you the easiest way to solve the question.

Now, A and B are the roots of the equation (x+1)(x+9)+8

So (x+1)(x+9)+8= (x-a)(x-b)

=》x^2+10x+17 =x^2-(a+b)x +a.b

COMPARING BOTH SIDES WE GET

-(a+b)=10 & a.b=17

=》a+b= -10 & a.b=17

Now,( x+a)(x+b)-8 =0

=》x^2+(a+b)x+a.b-8=0

Substituting values we get

x^2–10x+17–8=0

=》x^2–10x+9=0

=》(x-1)(x-9)=0

So 1 and 9 are the roots of the equation.

You dont even have to find the value of a and b and still you are able to solve the question.

HOPE MY ANSWER WAS HELPFUL IF YOU HAVE ANY OTHER QUERIES JUST ASK AND REQUEST MY ANSWER.