Answer:
3-x/x(x-1)
Step-by-step explanation:
Given
2/(x^2-x)- 1/x
To simplify, we can take x as common from the denominator of first term
= 2/(x(x-1))- 1/x
Taking LCM of denominators and then using the rules of addition and subtraction of numerators using denominator’s LCM
= (2(1)-(x-1))/(x(x-1))
Solving the brackets
=(2-x+1)/(x(x-1))
= (-x+3)/(x(x-1))
The term can also be written as:
= (3-x)/(x(x-1))
(3-x)/(x(x-1)) is the correct answer ..
