Find the value of log 100/90
Find the value of log 100/90
Aniket Singh , 10 Months ago
Grade
11 grade maths others> Find the value of log 100/90...
1 AnswersAskiitians Tutor Team
Last Activity: 10 Months ago
To solve the problem, we need to find the value of:
log(100/90)
We can start by using the properties of logarithms to simplify the expression.
First, rewrite the expression as:
log(100/90) = log(100) - log(90)
Now, calculate log(100) and log(90).
We know that log(100) = 2, because 100 is 10^2. So:
log(100) = 2
Next, we need to find log(90). To do this, we can use the approximation or a calculator. The approximate value of log(90) is:
log(90) ≈ 1.9542
Now substitute these values back into the equation:
log(100/90) = 2 - 1.9542
Simplifying:
log(100/90) ≈ 0.0458
So, the value of log(100/90) is approximately 0.0458.
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