" Q.1Find "x" if "5^(2x-3)=125

Find the value of x, " if " x^(3) = (125)/(343) .

Find the value of x, if sqrt(5^(x)) = 125

Find the value of x in each of the following: (i)\ 5^(2x+3)=1 (ii)\ (13)^(sqrt(x))=4^4-3^4-6 (iii)\ (sqrt(3/5))^(x+1)=(125)/(27)

Find the value of x in each of the following: ((3)/(5))^(x)((5)/(3))^(2x)=(125)/(27) (ii) 5^(x-2)x3^(2x-3)=135

Find the value of x in each of the following: (i)\ (3/5)^x\ (5/3)^(2x)=(125)/(27) \(ii)\ 5^(x-2)\ xx\ 3^(2x-3)=135

5^(-3x):5^(x+7)=1:125

The values of x satisfying the equation 5^(2x)-5^(x+3)+125=5^(x) are

Find x,y,p,q if [(2x-y,5,5p+2q),(p+2q,x-2y,-10)]=[(0,5,7),(3,-3,-10)]

Find x if x-log48+3log2=(1)/(3)log125-log3

If x^((1)/(12)) = 49^((1)/(24)) find the value of x. (ii) If (125)^(x) =(25)/(5^(x)) , find x.