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dedylja [7]
3 years ago
14

Which of the following are ways in which to calculate the benefit of selecting one alternative over another? An analysis that lo

oks at just the sunk costs of each of the two alternatives. An analysis that looks at all costs and benefits and identifies those that are differential. An analysis that just looks at the relevant costs and benefits. The difference between the net operating income for the two alternatives.
Business
1 answer:
Pepsi [2]3 years ago
8 0

Answer:

Which of the following are ways in which to calculate the benefit of selecting one alternative over another?

-An analysis that just looks at the relevant costs/benefits  and identifies those that are differential

-the difference between the net operating income for the two alternatives

-an analysis that looks at all costs and benefits and identifies those that are differential

Explanation:

The beginning of wisdom in using accounting for decision-making is a clear understanding that the relevant costs and revenues are those which as between the alternatives being considered are expected to be different in the future.

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Fixed budget.

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If Norman invested $100,000 for 3 years at 12%, how much interest on interest will he earn? (Do not round intermediate calculati
Scrat [10]

Answer:

$224.64

Explanation:

Norman invested $100,000, Interest rate 12%, Period 3 years

In compound account, the interest earned by the end of the year qualifies to earn interest. At the end of the period, the interest is added to the principal and earns interest as well.

The interest that Norman earned in the first year was added to the principal amount in the second year, meaning that interest earned some interest in the second and their year of investment. The same happened to the interest earned in the second year.

To calculate the interest earned by the interest, we take the amount after three years, minus the principal amount, minus the simple interest for the three years.

Interest on interest will be the Future value- principal amount- Simple interest.

The amount after three is the compounded value after three years.

compound amount formula FV=  PV × (1+r)n

Future value  of $100,00 @ 12% after 3 years will be

=5000 x (1+12/100) 3

=5000 x (1+0.12)3

=5000 X (1.12)3

=5000 x 1.404928

=7,024.64

The simple interest earned in the three years equal

Interest = principal x rate x duration

12/100 x 5000 x 3

=0.12 x 5000 x 3

=600 x 3

=$1800

Interest on interest will be :

=$7,024.64 - $5,000- $1,800

=$224.64

7 0
3 years ago
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