log 25+log 4

asked by guest
on Apr 07, 2025 at 2:22 am



You asked:

Evaluate the expression: log⁡(25)+log⁡(4)\log\left( 25 \right) + \log\left( 4 \right)

MathBot Answer:

log⁡(25)+log⁡(4)=log⁡(4)+log⁡(25)≈4.60517018598809136803598290936873\log\left( 25 \right) + \log\left( 4 \right) = \log{\left(4 \right)} + \log{\left(25 \right)} \approx 4.60517018598809136803598290936873

log⁡(25)+log⁡(4)=log⁡(25)+log⁡(4)=log⁡(4)+log⁡(25)\begin{aligned}\log\left( 25 \right) + \log\left( 4 \right)&=\log{\left(25 \right)} + \log{\left(4 \right)}\\&=\log{\left(4 \right)} + \log{\left(25 \right)}\end{aligned}

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