An investment firm invested in two companies last year. They invested $20,000 in Company A and made a profit of 16%. They invested $12,000 in Company B and made a profit of 14%.
Answer the questions below. Do not do any rounding.

(a) What was the investment firm's total profit?

(b) What was the percent profit for their total investment?

Respuesta :

(a) To find the investment firm's total profit, we need to calculate the profit for each company and then add them together.

For Company A:

Profit = Investment * Profit Percentage / 100

Profit = $20,000 * 16 / 100

Profit = $3,200

For Company B:

Profit = Investment * Profit Percentage / 100

Profit = $12,000 * 14 / 100

Profit = $1,680

Now, we can add the profits together:

Total Profit = Profit from Company A + Profit from Company B

Total Profit = $3,200 + $1,680

Total Profit = $4,880

Therefore, the investment firm's total profit is $4,880.

(b) To calculate the percent profit for their total investment, we need to divide the total profit by the total investment and then multiply by 100.

Total Investment = Investment in Company A + Investment in Company B

Total Investment = $20,000 + $12,000

Total Investment = $32,000

Percent Profit = (Total Profit / Total Investment) * 100

Percent Profit = ($4,880 / $32,000) * 100

Percent Profit = 15.25%

Therefore, the percent profit for the investment firm's total investment is 15.25%.

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Answer:

  (a)  $4880

  (b)  15.25%

Step-by-step explanation:

You want the amount and percentage profit on an investment such that profit was 16% on $20,000 and 14% on $12,000.

(a) Profit

The amount of profit was ...

  20,000×0.16 +12,000×0.14 = 3200 +1680 = 4880

The total profit was $4880.

(b) Return

The percentage profit on the total investment was ...

  4880/(20000 +12000) × 100% = (488/32)% = 15.25%

The percent profit on the total investment was 15.25%.

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