Question

the value of 81 raised to power log 18
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Answer 1

Answer:

99 is the answer.

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Answer 2

Given

The equation $81^{log18}$

To find

The value of $81^{log18}$

Solution

The solution to the above problem can be easily found using the basic equation for the calculation of power.

The solution to the above problem is as follows

So first we calculate the value of log18 = 1.255272505

• We do so by Using the formula to calculate the log of a number ie is as follows =  log(a+b)= log a+b/(2.42*a)------ 1)
• And also we have to apply a basic equation ie is log(ab)= (loga+logb)
• So the value of log18 = log(1.8)+log$10^{1}$ = log(1.8+0.8)+1

1. Applying this to log formula = log(1.8)+0.8/(2.42*1)+1  =1.255272505

Now just find the value raised to the power =$81^{1.255272505}$ = 248.695

So the value of $81^{log18}$ = 248.695