Premium is often paid by people based on some kinds of services offered.
From the picture attached, we can see Royce' premiums for the previous year, which were;
- Bodily injury $22.50
- Property damage $144.75
- Collision $275.75
- Comprehensive $100
If you add all together, the total premium of the policy was $543
Note that the premiums will increase by 5.2%,
therefore, the new total premium will be = $543 x 1.052 = $571.24
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Answer:
$30,604
Explanation:
The computation of the interest expense for the year 2020 is as follows:
2019 interest expense is
= Equipment amount × rate of interest
= $311,967 × 9%
= $28,077
The Dec 31 2019 liability of book value is
= $311,967 + $28,077
= $340,044
Now the interest expense for the year 2020 is
= $340,044 × 0.09
= $30,604
Answer:
C.
Explanation:
Efficiency is manifested in the proper use of time, and resources for an intended purpose. Meaning, it is doing things right.
Production efficiency is based on a business's ability to produce the highest number of units of a good while using the least amount of resources possible.
Also, is the comparison of what is actually produced or performed with what can be achieved with the same consumption of resources (money, time, labor, etc.).
In this example, the firm has already meet the efficient point. It is not possible to produce the same level of production with less resources.
Answer:
the expected return on the portfolio is 15.50%
Explanation:
The computation of the expected return on the portfolio is shown below:
Total investment is
= $2,700 + $3,800
= $6,500
Now
Expected return of portfolio is
= ($2,700 ÷ $6,500) × 12 + ($3,800 ÷ $6,500) × 18
= 4.98% + 10.52%
= 15.50%
Hence, the expected return on the portfolio is 15.50%
Answer:
26.66 or 27%
Explanation:
The computation of the margin of safety percentage is shown below:
Margin of Safety
= 100 - Break Even %
= 100 - 73.33
= 26.66 or 27%
Working Note
Sales (3,000 units) $60,000
Less: Variable expenses -$42,000
Contribution margin -$18,000
CM Ratio (A) 30.00%
Fixed expenses (B) 13,200
Break Even Point C = B ÷ A 44,000
Break Even % of Total Sale 73.33%