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Solve for mm. \newlinelog⁡2m=2\log_2 m = 2 \newlineWrite your answer in simplest form.

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Add, subtract, multiply, and divide complex numbersright chevron icon

Full solution

Q. Solve for mm. \newlinelog⁡2m=2\log_2 m = 2 \newlineWrite your answer in simplest form.
  1. Rewrite in Exponential Form: To solve log⁡2(m)=2 \log_2 (m) = 2 , we need to rewrite it in exponential form.
  2. Substitute Values: log⁡2(m)=2\log_2 (m) = 2 means 22=m2^2 = m.
  3. Calculate Exponent: Calculate 222^2.\newline 22=42^2 = 4
  4. Final Result: So, m=4m = 4.

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