Answer:
option (c) is correct,
is the equivalent fraction to the given expression 
Step-by-step explanation:
Given expression , 
We have to choose an equivalent fraction from the given options.
Consider expression (c) ,

Taking LCM , Multiply
by (x+5) , we get,

On solving , we get,

On simplifying, we get,

Which is equal to the given expression.
Thus, option (c) is correct,
is the equivalent fraction to the given expression 