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

log_(2)(8x-x^(2)-7)=log_(2)(x^(4)-12x^(3)+40x^(2)-34x-7), then possible values of x is/are

Leg f(x)=log(log_(1/3)(log_((1)/(3))(log_(7)(sin x+a)))) be defined for every real value of x, then the possible value of a is 3 (b) 4(c)5(d)6

Let f(x)=log_(1//3)((log)_(1/3)((log)_7(sinx+a)) be defined for every real value of x , then the possible value(s) of a is (a) 3 (b) 4 (c) 5 (d) 6

Let f(x)=log(log_(1//3)(log_(7)(sinx+a))) be defined for every real value of x, then the possible value of a is

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

If int_(-a)^(a)(e^(x)+cos x*sin^(4)x*x^(7))dx>(3)/(2) then the possible value of a is/are

If 3x^(2)+9x=84 , what are the possible values of x ?

If (x^(2)-7x+9)^(x^(2)-8x+7)=1 then sum of all possible values of x is :

If |x + 1| = |3x - 2| what are the possible values of x?