If log2X + log4X = log0.25> and x > 0, then x is
log9 (3log2 (1 + log3 (1 + 2log2x))) = . Find x.
If 22x+4 – 17 × 2x+1 = –4, then which of the following is true?
If log1227 = a, log916 = b, find log8108.
< 0. If a, b are integers such that x = a, and x = b satisfy this inequation, find the maximum possible value of a – b.
log5x = a (This should be read as log X to the base 5 equals a) log20x = b. What is logx10?
If log2 4 * log4 8 * log8 16 * ……………nth term = 49, what is the value of n?
33+6+9+……….x terms = (0.)-66 and (x > 70),
What is the value of x?
x,y,z are 3 integers in a geometric sequence such that y- x is a perfect cube.
Given, log36x2 + log6√y + 3log216y1/2z = 6. Find the value of x+y+z.
10log(3 - 10logy) = log2(9 - 2y), Solve for y