Answer:
Percentage change in sales = [(Ending value - Beginning value) / Beginning value] * 100
Percentage change in sales = [($67,000 - $62,000) / $62,000] * 100
Percentage change in sales = 0.080645
Percentage change in sales = 8.0645%
Percentage change in OCF = Percentage change in sales * Degree of operating leverage
Percentage change in OCF = 8.0645% * 3.7
Percentage change in OCF = 29.84%
Will the new level of operating leverage be higher or lower?
As the sales increase, contribution margin will remain constant but operating margin percentage will rise. Therefore, this leads to fall in operating leverage.
Answer: Conventional supermarket
Explanation:
Conventional supermarket is a departmentalized food store that has a wide range of food and related products and the sale of general merchandise is limited.
Conventional supermarket started about 75 years ago. The aim of establishing a conventional supermarket is that large-scale operations would lead to higher volume of sales, and low prices.
Answer: b) lower in long-run equilibrium than in short-run equilibrium.
Explanation:
A self regulating economy will try to move to the long run Equilibrium.
From the graph attached you will notice that the Price Level at the point where the Long Run Curve intersects with the Aggregate Demand curve is lower than the point where the Short Run Supply curve intersects with the same Aggregate Supply.
This means that Prices in the long term at equilibrium will be less than prices in the short term at Equilibrium should the Economy be a self regulating type that will move towards a long term Equilibrium.
Answer:
The closing balance from the excel sheet is $5,000.00
Explanation:
Solution
Given that:
The loan balance required l for each month can be computed as follows:
The loan balance = additional cash needed – cash used to retire debt + loan balance from previous month
Now
By applying the excel formula to perform this task is stated as follows:
D34 = SUM(D31-D33,C34)
The same formula is used to get the values for E34 to I34.
Kindly find an attached copy of the updated excel sheet after applying above formula which is a part of the solution is as follows:
Answer:
$1,008.18
Explanation:
Using a financial calculator, you can calculate the price of this bond with the following inputs;
Maturity of the bond; N= 3
Face value ; FV = 1000
Annual coupon payment; PMT = 7% *1000 = 70
Yield to maturity ; I/Y = 6.69%
then compute the Price; CPT PV = 1,008.182
Therefore, the current price is $1,008.18