Q13 of 34 Page 342

If loge2 . logx25 = log1016 . loge10, then let us calculate the value of x.

Given that







Therefore,


More from this chapter

All 34 →
12

If then the value of x is

 13

Let us calculate the value of log4log4log4 256.

 13

Let us calculate the value of

13

Let us show that