since ln e = 1, we can simplify. ln((6525.77)/(6000)) = 2r divide both sides by 2. (ln((6525.77)/(6000)))/2…

since ln e = 1, we can simplify. ln((6525.77)/(6000)) = 2r divide both sides by 2. (ln((6525.77)/(6000)))/2 = r r ≈ (round your answer to 3 decimal places.)

since ln e = 1, we can simplify. ln((6525.77)/(6000)) = 2r divide both sides by 2. (ln((6525.77)/(6000)))/2 = r r ≈ (round your answer to 3 decimal places.)

Answer

Explanation:

Step1: Calculate the fraction inside the natural - log

First, calculate $\frac{6525.77}{6000}=1.087628333$.

Step2: Calculate the natural - log value

Then, find $\ln(1.087628333)\approx0.084$.

Step3: Divide by 2

Finally, $r=\frac{\ln(1.087628333)}{2}\approx\frac{0.084}{2}=0.042$.

Answer:

$0.042$