Answer:
Margin of safety = 3190.922902 units rounded off to 3191 units
Explanation:
Margin of safety is the cushion or extra number of units that the business sells over the break even point in units. The break even point is the point where total revenue equals total cost and the business earns no profit or no loss. To calculate the margin of safety in units, we deduct the break even number of units from the budgeted number of units or sales.
Margin of safety = Budgeted units - Break even number of units
First we need to calculate the break even in units. The formula for break even in units is,
Break even in units = Fixed cost / (Selling price per unit - Variable cost per unit)
Break even in units = 9376 / (6.74 - 2.33)
Break even in units = 2126.077098 rounded off to 2126 units
Margin of safety = 5317 - 2126.077098
Margin of safety = 3190.922902 units rounded off to 3191 units
ANSWER: Surplus by $1,152
EXPLANATION: Traci had a budget of $770 for fixed expense and $530 for living expenses per month which adds up to $1,300 expenses per month. Since she has no annual expense, her yearly total expense would be $15,600.
Traci earns $16,752 so by subtracting her expense from income, we get $16,752 - $15,600 = $1,152
Answer:
d. nominal GDP is $500, real GDP is $400, and the GDP deflator is 125.
Explanation:
Real GDP is total output produced in an economy within a given period multiplied by base year prices
Nominal GDP is the sum of all final goods and services produced in an economy within a given period multiplied by current year prices.
Nominal GDP = (100 × $3) + (50 × $4) =
$500
Real GDP = (100 × 1.5) + (50 × $5) = $400
GDP deflator = (nominal gdp / real gdp) x 100
(500 / 400) × 100 = 125
I hope my answer helps you
Answer:
Bond Price= $1,774.05
Explanation:
Giving the following information:
Coupon rate= 0.0573/2= 0.02865
YTM= 0.067/2= 0.0335
The bond matures in 23 years.
Par value= $2,000
<u>To calculate the bond price, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
Bond Price= 57.3*{[(1 - (1.0335^-46)] / 0.0335} + [2,000/1.0335^46]
Bond Price= 1,334.76 + 439.29
Bond Price= $1,774.05