Suppose that you have $12,000 in a rather risky investment recommended by your financial advisor. During the first year, your investment decreases by 70 % of its original value. During the second year, your investment increases by 80 % of its first-year value. Your advisor tells you that there must have been a 10 % overall increase in your original $12,000 investment. Is your financial advisor using percentages properly? If not, what is your actual percent gain or loss of your original $12,000 investment?

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anthougo anthougo · Answer 1 · 2022-02-03T13:22:40+01:00

1. The financial advisor is not using percentages properly.

2. The actual percent loss of the initial investment is 46%.

A risky investment is one with a large percentage chance of loss of capital or under-performance of the investment.

Risky investment = $12,000

Increase in first year = 70%

Decrease in second year = 80%

Worth of decreased investment in the first year = $3,600 ($12,000 x (1 - 0.7)

Worth of increased investment in the second year = $6,480 ($3,600 x 1.8)

Loss of investment based on initial investment = $5,520 ($12,000 - $6,480)

The actual percent loss of the original $12,000 investment is 46% ($5,520/$12,000 x 100).

Thus, the actual percent loss of the initial investment is 46%.

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