Question

In(11610.60818) / In(100) * In(75000)/In(100), calculate the Income index of social.

Option 1: 0.5
Option 2: 1.0
Option 3: 1.5
Option 4: 2.0

Answer 1

The question involves calculating an income index using natural logarithms. By simplifying the logarithms and multiplying the resulting values, you can find the income index. The question is mathematical and requires a calculator for precise computation.

Step-by-step explanation:

The question requires us to calculate an index using a mathematical formula involving natural logarithms (ln). The formula provided is ln(11610.60818) / ln(100) * ln(75000) / ln(100), which is essentially asking to find the ratio of these two natural logarithms and multiply by another similar ratio. It appears to be an index calculation, potentially related to income index or social studies, but based on the given information, we treat it purely as a mathematical problem.

First, we compute the natural logarithms of the given numbers:

• ln(11610.60818) / ln(100)
• ln(75000) / ln(100)

Then, we simplify these ratios. Since ln(100) is common in both ratios, they effectively cancel out, resulting in:

• ln(11610.60818) / ln(100) = ln(11610.60818) - ln(100)
• ln(75000) / ln(100) = ln(75000) - ln(100)

After calculating these differences, we multiply the two resulting values together to obtain the final Income Index of Social.

For the correct computation, a calculator is needed; however, the calculations above illustrate the steps required before inputting into a calculator to find the answer.