Answer:
Customer and Product Margin under Activity-based Costing and Traditional Costing
True Statements:
1. If a customer orders more frequently, but orders the same total number of units over the course of a year, the customer margin under activity based costing will decrease.
2. If a customer orders more frequently, but orders the same total number of units over the course of a year, the product margin under a traditional costing system will be unaffected.
Explanation:
Customer Margin is the difference between the total revenue generated from a customer minus the acquisition and service costs. In the above instance, the customer margin decreases because of the costs of servicing the customer's frequent orders. Customer service costs are usually higher with more frequent orders, when activity-based costing is employed because frequent orders increase the activity level and the associated costs.
Product Margin is the profit margin generated per product. It is the markup on the cost of the product. It shows the difference in amount between the selling price and the manufacturing cost. Frequent orders cannot change the product margin under the traditional costing technique unlike it does with the activity-based costing technique.
Answer:
Coupon rate is 6.4%
Explanation:
The coupon payment on a bond can be computed from a formula of current price of a bond
current price of a bond=coupon amount/yield to maturity
coupon amount=current price *yield to maturity
current price is $1039
yield to maturity is 6.2%
coupon rate =$1039*6.2%
=$64.42
Coupon rate=coupon amount/par value of bond
coupon amount $64.42
par value of bond=$1000
coupon rate =$64.42/$1000
=6.4%
Answer: <u>The answer is A. $60,000 increase.</u>
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Explanation: 1: The actual units sold multiplied by the budgeted sale price is equal to a total of $440000 (40000 x 11 = $ 440000)
2: The actual units sold multiplied by the actual sale price is equal to $500000 (40,000 x 12.5 = $ 500,000)
3:<u> $500000 - $440000 = </u><u>$60000</u><u> increase by the unit price factor.</u>
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Answer: hello your question is incomplete attached below is the complete question.
answer :
3.02 million, 2.96 million, 2.91 million
Explanation:
<u>Determine the swap rate over a 3-year period</u>
swap rate = forward exchange rate * exchange amount
For year 1
1.4 * ( 1 + 0.03 / 1 + 0.05 ) * 2.2 million
= 1.4 ( 0.98095 ) * 2.2
= 3.02 million
For year 2
1.4 * ( 1 + 0.03 / 1 + 0.05 )^2 * 2..2 million
= 1.4 ( 0.98095 )^2 * 2.2 million
= 2.96378 million
For year 3
1.4 * ( 1 + 0.03 / 1 + 0.05 )^3 * 2.2 million
= 1.4 ( 0.98095 )^3 * 2.2 million
= 2.90733 million