Answer:
1. $9.07
2. $25.5
Explanation:
(a) Total Cost:
= 260,000 × 60% (Wages and Salaries) + 60,000 × 50% (Other Overhead)
= $186,000
Cost of Wages and Salaries and Other Overheads Charged to Each Bouquet:
= Total Cost ÷ Total Bouquets
= $186,000 ÷ 20,500
= $9.07
(b) Total Cost:
= 260,000 × 30% (Wages and Salaries) + 60,000 × 40% (Other Overhead)
= $102,000
Cost of Wages and Salaries and Other Overheads Charged to Each Delivery:
= Total Cost ÷ Total Delivery
= $102,000 ÷ 4,000
= $25.5
A shift to the right of the demand curve signifies a "increase in demand," whereas movement along a particular demand curve signifies a "increase in quantity demanded." The correct response is option (B).
<h3>What is increase in demand?</h3>
A rise in demand will cause a rise in the equilibrium price and an increase in supply, all other things being equal. Reduced demand will result in a decrease in the equilibrium price and an increase in supply.
An rise in the quantity needed results from a decrease in the cost of the good (and vice versa). A demand curve depicts the amount desired and any market price. A change in quantity demanded is represented as a shift along a demand curve.
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Answer:
$26,830
Explanation:
Given that
Accounts Receivable balance = $17,470
Credit sales = $46,800
Collected accounts receivable = $37,440
The computation of Accounts Receivable balance is given below:-
= Accounts Receivable balance + Credit sales - Collected accounts receivable
= $17,470 + $46,800 - $37,440
= $64,270 - $37,440
= $26,830
Answer:
the compensatory time that would be received is 13.5 hours
Explanation:
The computation of the compensatory time that would be received is as follows:
Actual hours worked 95
Less: Regular working hours 86 (43 hours × 2)
Overtime hours worked 9
Now
Compensatory time 13.5 (9 hours × 1.5)
Hence, the compensatory time that would be received is 13.5 hours
Answer:
1. PV = 101.87
2. YTM = 7.46%
3. Price of the bond is $100.92
Explanation:
PV = 8.5/ (1.065) + 108.5/ (1.075)2
PV = 7.981 + 93.889
PV = 101.87
Part B:
PV = 101.870
FV = 100
N = 2
PMT = 8.5
Using Financial Calculator:
r = 7.459237
YTM = 7.46%
Part C:
The forward rate for next year, derived from the zero-coupon yield curve, is approximately:
(1 + forward Rate) = (1 + 0.075)2/ (1.065)
forward rate = 8.51%
Price of the bond = 108.5/ (1.0851)
Price of the bond = 100
Part D:
Interest Rate = 8.51% - 1% = 7.51%
Price of the bond = 108.5/ (1.0751)
Price of the bond = 100.92
