What is the sum of all the possible values of x if |x - 1| + Ix - 7| = 10?

Find all the possible values of 1/x for x>3 .

Find all the possible values of 1/x for x>3 .

|x+7|=3 then possible value of x is

|x+7|=3 then possible value of x is

x ^(2) - (6sqrt5)x=-40 What is the sum of the possible values of x given the above equation ?

If x^(3)=9x , then find all possible values of x :-

If x^(3)=9x , then find all possible values of x :-

If x^(3)=9x , then find all possible values of x :-

If the line y=-(7)/(2) is the directrix of the parabola x^(2)-ky+8=0 , then the sum of all the possible values of k is equal to

If 2x^(2)+3ax-7lt-17 , what is the smallest possible integer value of a when x=-1 ?