Question

question 4 - 1 point find ln 112 rounded to the nearest tenth. provide your answer below:

Explanation:

Step1: Recall the natural logarithm

The natural logarithm $\ln(x)$ is the logarithm to the base $e$ (where $e\approx2.71828$). We need to find $\ln(112)$.
Using a calculator, we know that $\ln(112)$ can be calculated directly.

Step2: Calculate $\ln(112)$

Using a calculator, $\ln(112)\approx4.718499$.

Step3: Round to the nearest tenth

The tenths place is the first digit after the decimal. The number is $4.718499$. The digit in the hundredths place is $1$, which is less than $5$, so we round down. So $4.718499$ rounded to the nearest tenth is $4.7$.

Answer:

$4.7$