Answer:
$661,500
Explanation:
Given that
Bonds payable $700,000
Discount of issuance = $77,000
The computation of current carrying amount is shown below:-
Current carrying amount = Bonds payable - discount on bonds payable
Discount on bonds payable = Discount at issuance (Issuance ÷ Years bonds payable)
= $77,000 × (10 ÷ 20)
= $38,500
Now we put it into formula
= $700,000 - $38,500
= $661,500
Answer:
e. 14.60%
Explanation:
The computation of Oval's cost of new common equity is shown below:-
Price of stock = Estimated dividends for next period ÷ (Required rate of return - Growth rate)
Dividend = $1.50 × (1 + 4%)
= $1.56
Price of stock would be the price net of flotation cost
= $16 × (1 - 8%)
= $14.72
Required rate of return
= (1.56 ÷ 14.72) + 0.04
= 14.60%
Answer: The correct answer is "C. An activity-based approach refines a costing system by focusing on individual activities as the fundamental cost objects. It uses the cost of these activities as the basis for assigning costs to other cost objects such as products or services.".
Explanation: The ABC costing model is a model that is based on the grouping into cost centers that make up a sequence of value of the products and services of the company's productive activity. It focuses its efforts on managerial reasoning in an adequate way the activities that cause costs and that are related through its consumption with the cost of the products. The most important thing is to know the generation of costs to obtain the greatest possible benefit from them, minimizing all the factors that do not add value.
The change that would encourage GDP growth to slow is the automobile industry reduces hours for factory workers.
<h3>What would cause GDP growth to slow?</h3>
Gross domestic product is the total sum of final goods and services produced in an economy within a given period which is usually a year
If the hours of work for factory workers is reduced, output would be reduced and this would slow GDP growth.
To learn more about GDP, please check: brainly.com/question/15225458
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Tara and her parents should make deposits of $450 every month into a college savings account.
