Question

Логорифм из 10 по основанию 2 равен z. Чему равен логорифм 32 по основанию 11?

Answer 1

Ответ:

5

Объяснение:

log² 32=5, так как 2⁵= 32

Answer 2

Calculation of logarithm of 10 base 2

To find the value of logarithm of 10 base 2 (log₂ 10), we are given that it is equal to z.

Unfortunately, I couldn't find a direct source that provides the value of z. However, I can explain how to calculate the value of log₂ 10 using the change of base formula.

The change of base formula states that for any positive number a, b, and c, the following equation holds true:

log_b a = log_c a / log_c b

In this case, we want to find log₂ 10, but we are given z as the value of log₂ 10. So, we can rewrite the equation as:

z = log_c 10 / log_c 2

Since we don't know the value of z, we cannot directly calculate log₂ 10.

Calculation of logarithm of 32 base 11

Similarly, we want to find the value of logarithm of 32 base 11 (log₁₁ 32).

Unfortunately, I couldn't find a direct source that provides the value of log₁₁ 32. However, I can explain how to calculate the value of log₁₁ 32 using the change of base formula.

Using the change of base formula, we can calculate log₁₁ 32 as follows:

log₁₁ 32 = log_c 32 / log_c 11

Since we don't know the value of log₁₁ 32, we cannot directly calculate it.

In summary, without knowing the value of z or log₁₁ 32, we cannot provide the exact values for the logarithms of 10 base 2 and 32 base 11.