Answer:
<u><em>Equations for the total cost C</em></u>
Total cost is the sum of total fixed cost and total variable cost incurred on the production of units sold. If c represents total cost and x represents units sold, then
C = $11.20x + $21,000
(where $11.20 is variable cost per unit)
<u><em>Equations for the total revenue R</em></u>
Total revenue is the product of number of units sold and sale price per unit. If R represents total revenue and x represents units sold, then
R = $18.70x
Answer:
13%
Explanation:
The computation of MIRR is shown below:-
=MIRR({-1000;400;300;200;300;50},15%,15%)
= 12.666%
or
= 13%
Since the MIRR is 12.67% and the appropriate cost of capital is 15% so the project should be rejected as it is less than the cost of capital
For more clarification please find the spreadsheet so that we make more understand.
Answer:
C. Unearned rent revenue 40,000 debit
revenue 40,000 credit
Explanation:
The contract is 60,000 per year
per month, the rent will be 60,000/12 = 5,000
Because the payment was in advance, the rent revenue wasn't earned yet. At year-end we adjust for the portion earned and recognize this revenue.
We need to calculate the accrued rent from May 1st to December 31th
December 31th - May 1st = 8 months
8 months x 5,000 per month = 40,000
This is the amount accrued for the year.
Answer:
Ghana constitute to record high rate of Ap.Recent national report shows that 11percent of adolescent age 15 to 19 had had a live birth of which 3 percent with first child and 14 percent has began childbearing
Answer:
1) cash at issuance 2,955,000
2) cash for maturity 3,000,000 plus 210,000 interest = 3,210,000 total cash outlay at maturity
3) cash interest 210,000
Explanation:
1) It will receive 98.5/100 of the face value
3,000,000 x .985 = $2,955,000
2) at maturity it will still have to pay the face value regardless of the amount received for the bonds aty issuance thus; $3,000,000 We will also have to add up the interest for the last period.
3) the cash interest will be considered using the face value and the coupon rate of 7% regardless of current market rate and market price of the bond.
3,000,000 x 7% = 210,000