Answer:
I'm not sure how to do this, but I'm assuming if you for the first question go up to ahbeesee and calculate the cost all the way across... you will find your answer.
Explanation:
Basically just use the chart!
HOPE THIS HELPS! :)
Answer:
$200 to (GDP)
Explanation:
GDP stands for Gross Domestic Product and it is the total measure of a country's total economic activity. It is monetary of all the goods and services produced within the country for particular period of time.
Therefore, the transactions between the steel company and bicycle company as contributed $200 because GDP is calculated by adding private investment, private consumption, Government investment, government, government spending and the likes together.
Answer:
$484.11
Explanation:
Calculation to determine How much money does Bridget have in her checking account?
Previous balance of $181.36
Add Total deposits $475.00
Less Total checks written $165.25
Less service charge $7.00
Checking account balance $484.11
Therefore How much money does Bridget have in her checking account is $484.11
Answer:
$9230.70
Explanation:
Debt ratio = Debt equity ratio / (Debt equity ratio+1) = 0.46/(0.46+1) = 0.46/1.46
Equity ratio = 1/(Debt equity ratio+1) = 1/(0.46+1) = 1/1.46
WACC = 15.4%×1/1.46+8.9%×(1-21%)×0.46/1.46 = 12.76%
Net present value = 20000/(1+12.76%) + 30000/(1+12.76%)^2 + 40000/(1+12.76%)^3 - 60000 = $9230.70
Answer:
D. All the answers are correct to increase the benefit of the company. here briefly why.
Explanation:
A . increasing the price of product B (whenever possible) does not affect its variable costs or fixed costs, which would result in a higher profit margin.
B. Increasing the marketin plans of product A means an increase in costs, if with fixed costs for advertising campaigns the contribution margin per unit will be the same, but total sales increase. If the marketing campaign affects variable costs (such as reducing the sales price by a certain amount), it will result in a smaller unit contribution, but a larger amount of sales, which will increase profits.
C. The reduction of these variable or any other variable cost (whenever possible) of product B will result in a greater unit contribution, then, increase profits
