The monthly payments, given the selling price, the down payment, and the rate is, D. $540.17
<h3>How to find the monthly payment?</h3>
First, find the loan amount:
= Selling price - down payment
= 104, 000 - 24, 000
= $80, 000
The monthly payment is an annuity because it is constant. To find this annuity, find the monthly periodic rate and the number of monthly periods:
Monthly rate :
= 6.5% / 12
= 6.5%/12
The number of periods is:
= 25 x 12
= 300 months
Then put this into an annuity calculator to find the monthly payment to be:
= Loan amount / Annuity factor
= 80, 000 / 148.1
= $540.17
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Answer:
18.52%
Explanation:
Calculation for the what would be the equity weight
Using this formula
Equity weight =E÷E+P+D
Let plug in the formula
Equity weight=$2,000,000×$27÷$2,000,000×$27+$1,000,000×$14.50+$10,000×.98×$1,000
Equity weight=$14,500,000÷$78,300,000
Equity weight=.1852×100
Equity weight=18.52%
Therefore what would be the equity weight is 18.52%
Option C
An increase in the real wage would result in a: movement along the labor demand curve, causing a decrease in the number of workers hired by the firm.
<u>Explanation:</u>
The wage rate is circumscribed by the crossing of supply and demand for labor. The demand curve depends on the marginal product of labor and the cost of the good labor originates.
A variation in the wage or payroll will end in a shift in the amount necessitated of labor. If the wage rate increases, organizations will require to hire fewer employees. The quantity of labor demanded will decline, and there will be a movement skyward on the demand curve.
Answer:
The answer is: The ending balance in Finished Goods Inventory is $1,200
Explanation:
First we have to calculate the cost per chair produced, to do this we will find the total cost and divide by the number of chairs produced:
Units produced 100 chairs
- Direct materials $10 per unit x 100 = $1,000
- Direct labor 15 per unit x 100 = $1,500
- Variable manufacturing overhead 3 per unit x 100 = $300
- Total fixed manufacturing overhead $2,000
Total costs are $4,800 / 100 chairs = $48 per chair produced
There are 25 chairs left in finished goods inventory (FGI) = 100 - 75 = 25
The ending balance in FGI is = 25 chairs x $48 per chair = $1,200
