The given equation is 2^2 = 4.

To convert this into logarithmic form, we follow the pattern "log_b (x) = y".

Here, the base (b) is 2, x (the number we're taking the log of) is 4, and y (the exponent) is 2.

So, the logarithmic form of the equation is: log_2 (4) = 2.

Question

The given equation is 2^2 = 4.

To convert this into logarithmic form, we follow the pattern "log_b (x) = y".

Here, the base (b) is 2, x (the number we're taking the log of) is 4, and y (the exponent) is 2.

So, the logarithmic form of the equation is: log_2 (4) = 2.

Knowee AI · Accepted Answer

The given equation is 2^2 = 4.

To convert this into logarithmic form, we follow the pattern "log_b (x) = y".

Here, the base (b) is 2, x (the number we're taking the log of) is 4, and y (the exponent) is 2.

So, the logarithmic form of the equation is: log_2 (4) = 2.

Write the following equation in logarithmic form. Use Mathquill to help write your answer, or use "log_b (x) = y" for log𝑏⁡𝑥=𝑦.22=4