Question

Найти логарифм 16 по основанию 2

Answer 1

$log_216=4$

Answer 2

Log(2)16=4, так как 2^4=16

Answer 3

Calculating Logarithm

To find the logarithm of 16 with a base of 2, we can use the property of logarithms: log_b(a) = c means that b^c = a. In this case, we want to find the value of c when b = 2 and a = 16.

Using the property log_b(a) = c means that b^c = a, we can calculate the logarithm of 16 with a base of 2 as follows:

log_2(16) = c

This can be rewritten as:

2^c = 16

To solve for c, we can express 16 as a power of 2:

16 = 2^4

So, the logarithm of 16 with a base of 2 is:

log_2(16) = 4

This means that 2 raised to the power of 4 equals 16.

[[2 #]] provides information on the properties of logarithms and how to calculate them.