Answer:
The answer is -$4,940
Explanation:
Net income = Profit before interest and tax minus interest minus taxes
We rewrite the formula to get interest:
Interest = Profit before interest and tax minus taxes minus net income
= $27,130 - $5,450 - $16,220
=$5,460
Cash flow to creditor equals:
Amount repaid to suppliers minus new amount borrowed plus interest
$31,600 - $42,000 + $5,460
-$4,940
Payback period is the length of time a project recovers back
the money invested.
Payback period= invested cash/ Net annual cash flow
Therefore payback period
=40,000/5000
=8.0 years
Since depreciation is a non- cash
expense it is ignored while calculating payback period.
Based on the details given, the following are true:
- a. Value of bond = $806.09
- b. Your friend should invest in the bond with $1,000 face value
<h3>Value of Bonds </h3>
First find coupon:
= 10% x 1,000
= $100
Bond A
<em>= (Coupon x Present value interest factor of annuity, 13%, 15 years) + Face value of bond / ( 1 + 13%)¹⁵</em>
= ( 100 x 6.462) + (1,000 / 1.13¹⁵)
= $806.09
Bond B
= Face value - Current value
= 1,000 - 180
= $820
In conclusion, Bond B is overvalued so your friend should pick Bond A.
Find out more on Bond price calculation at brainly.com/question/25365327.
Answer:
c. the entry of new firms
Explanation:
- The entry of the new firms in the market creating a market supply curves to shift to the right side and as the curve shifts the markets price then starts to decline with it
- This declines the economic profits in the new and the existing firms as long as the profits exists in the markets and entry will continue to shift to supply to the right.
- The diversification of the melt and the fall in the monopoly of the firms start to take place.
- They take up resource ownership and technological developments. In short, they increase the competitiveness and bring rivalry into the market.
Answer:
The average defective rate of the samples is:
6.3 samples per day
Explanation:
To calculate the average or mean defective rate, we will compute the total number of defective samples, and divide the result by the total number of days. It is important to note that day 7 is ignored during this calculation because there was no defective DNA sample on that day, hence it does not contribute to the average defective samples.
Total Defective DNA sample = 7 + 6 + 6 + 9 + 5 + 6 + 8 + 9 + 1 = 57
Total number of days = 9 ( Days 1 to 6, and 8 to 10).
Therefore, average defective rate = Total Defective DNA sample ÷ Total number of days
= 57 ÷ 9 = 6.3 DNA samples