Answer:
PV= $35,217,78
Explanation:
Giving the following information:
Future value= $2,500,000
Number of periods= 63 years
Interest rate= 7% compounded annually
<u>To calculate the value of the prize today, we need to use the following formula:</u>
PV= FV/(1+i)^n
PV= 2,500,000 / (1.07^63)
PV= $35,217,78
Answer:
The GDP will increase by $2,000 as a result of these transactions
Explanation:
When trying to calculate the increase in GDP caused by a series of transactions, we do not add all the transactions, instead we look at the price of the final good and that is the increase in GDP. In this case the final good is the necklace that the store department sells for $2,000 therefore we will only consider the final transaction. So the GDP will increase by $2,000 as a result of this series of transactions because the final good sold for $2,000.
Answer: Decrease your take-home pay and decrease your federal income taxes in the current year. A 401k allows you to deduct earnings from your current income, and put that money in an account that cannot be opened until around retirement. The money put into a 401k, and the returns earned on that money through interest or investments, is not taxed as income until you take it out after retirement. This means that, when you put some of your earnings in a 401k, your take-home pay is lower for that year (you can't spend that money) and your income tax is reduced.
Answer:
32,500 units must be sold to realize an operating income of $250,000.
Explanation:
a) Calculations:
Using the break-even plus target profit analysis, we can calculate the target quantity of sales that will generate a target profit.
To break-even, the company needs to sell the following quantity,
Break-even point = fixed costs/contribution margin per unit = $400,000/$20 = 20,000 units.
To achieve a target profit, the company needs to sell the following quantity,
Break-even with target profit = (Fixed cost + target profit)/contribution margin per unit = ($400,000 + 250,000) / $20 = $650,000/$20 = 32,500 units.
b) Break-even analysis is a managerial accounting technique for determining the units should a company can sell or produce in order to even revenue and costs. From the analysis, a company can also determine the units to sell in order to realize a target profit. This helps a lot in decision making.
Given:
standard hours: 2,500 dl for 1,000 units
actual hours: 2,400 dl for 900 units
Standard direct labor-hours per unit = 2,500 direct labor-hours ÷ 1,000 units= 2.5 direct labor-hours per unit
Standard hours allowed = 2.5 direct labor hours per unit × 900 units<span>= 2,250 hours
The standard hours allowed for may production would be 2,250 hours.</span>
