Answer:
$7,222
Explanation:
Given that,
Selling price per dozen = $18
Variable costs = $5 per dozen
Total fixed costs = $ 5,200
Contribution margin per dozen:
= Selling price per dozen - Variable costs per dozen
= $18 - $5
= $13
Contribution margin ratio:
= (Contribution margin ÷ Selling price per dozen) × 100
= ($13 ÷ $18) × 100
= 0.72 × 100
= 72%
Break-even sales in dollars:
= Total fixed costs ÷ Contribution margin ratio
= $5,200 ÷ 0.72
= $7,222
The rate of return required by investors in the market for owning a bond is called the <u>Yield to </u><u>maturity</u>
A bond's coupon rate is the rate it pays each year, and yield is the return it makes. A bond's coupon is expressed as a percentage of its face value. Face value is simply the face value of the bond or the value of the bond as quoted by the issuer.
A bond's current yield is the annual income from the investment, including interest and dividend payments, divided by the security's current price. Yield to maturity (YTM) is the expected total return from holding a bond to maturity.
The current yield is the annual rate of return on investment (interest or dividend) divided by the security's current price. This indicator looks at the current price of a bond rather than its face value.
Learn more about maturity here brainly.com/question/26376004
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Answer: Money
Explanation:
Money is one of the injector factor that is necessary for bringing the economic system. The injection of money helps in boosting economy of any country or region. This also helps in investment, strengthening the government to take necessary measures for development, and export. Money can be used to purchase raw materials to produce more number of goods and it enables the customers to purchase those goods and services. This exerts a positive impact on the circulation of economy.
C is your answer (ik it’s likely a little late now, but this will help others who need it♂️)
Answer:
$5,592
Explanation:
Given:
Number of calculators ordered = 25
Cost of each calculator = $4747
thus,
Total cost of the calculators ordered = 25 × $4747 = $118,675
Selling cost of each calculator = $5656
Number of calculators sold = 22
Total revenue = 22 ×$5656 = $124432
Number of calculators returned = 3
Charges for returning the calculator = $55
Total charges for returning the calculators = 3 × $55 = $165
Now,
The total profit
= Total revenue - Total cost of the calculators - Total charges for returning
= $124432 - $118,675 - $165
= $5,592
