If the roots of the equation (x(x-1)-(...

If the roots of the equation
`(x(x-1)-(m+1))/((x-1)(m-1)) = (x)/(m)` are equal, then what is the value of m ?

A

1

B

`1//2`

C

0

D

`-1//2`

AI Generated Solution

Similar Questions

Explore conceptually related problems

If both roots of the equation x^(2)-(m+1)x+(m+4)=0 are negative then m equals

If one root of the equation (x-1)(7-x)=m is three xx the other, then m is equal to

If x^(m)+y^(m)=1 such that (dy)/(dx)=-(x)/(y) , then what should be the value of m?

If one root of the equation (x-1)(7-x)=m is three times the other, then m is equal to

If x^(m)+y^(m)=1 such that (dy)/(dx)=-(x)/(y) . then what should be the value of m ?

If the coefficient of x^(2) + coefficient of x in the expanssion of (1+x)^(m)(1-x)^(n),(mnen) is equal to – m, then the value of n – m is equal to:

If product of roots of the equation mx^(2)+6x+(2m-1)=0 is -1 then m equals

If (x-1) is a factor of (x^(3)-m) , then the value of m is :