Answer:
9%
Explanation:
Given:
The net income = $12,000
Total equity = $40,000
Total assets = $80,000
Dividend payout ratio = 40%
Now,
Internal rate of return, r = 
or
Internal rate of return, r = 
or
Internal rate of return, r = 15%
and,
Retention ratio = 1 - Dividend payout ratio
= 1 - 0.40
= 0.60 or 60%
Now,
Growth rate = Retention ratio × Internal rate of return
or
Growth rate = 0.60 × 0.15
or
Growth rate = 0.09
or
Growth rate = 9%
Brainly can solve anything
Answer:
The correct answer is Option A. you will need to deposit $111,111 so that you can fund the scholarship forever, assuming that the account will earn 4.50% per annum every year.
Explanation:
Perpetuity is the cash flows to be receivable for an unspecified period of time. The present value of a perpetuity is calculated as the cash flows divided by the interest rate provided.
Given data;
Amount needed to be deposited = $5000
Interest rate = 4.50%
Present Value of Perpetuity = Cash Flows ÷ Interest rate
= $5000 ÷ 0.045
= $111,111
Answer:
A) True
Explanation:
Monumental can discharge the contract by frustration. In order for a contract to be discharged by frustration, four conditions have to occur:
- An unforeseeable event must occur: In this case the zoning changes were unforeseeable.
-
No party is at fault: the zoning board made the changes to the zoning of the land.
- Performance is impossible: there is no reason why an office building should be built in a residential only area.
- The result is radically different than expected: neither Monumental or Champion Builders expected a zoning change to occur.
Answer:
a. $9,338
b. 0.363
Explanation:
a. Contribution Margin = Sales - Variable Cost
Where Sales = $25,700
Variable Cost = Food & Packaging + Payroll + 40% x General, Selling and Administrative expenses
V.C. = 8,982 + 6,500 + 40% * 3,700
V.C = 8,982 + 6,500 + 1,480
= $16,362
Therefore, Contribution Margin = Sales - Variable Cost
= $25,700 - $16,362
=$9,338
b. McDonald's contribution margin ratio = Contribution Margin / Sales
= $9,338 / $25,700
= 0.363