Answer:
$73 = unitary variable cost
Explanation:
<u>To calculate the unitary variable cost that will yield the break-even point, we need to use the following formula:</u>
Break-even point in units= fixed costs/ contribution margin per unit
50,000= 100,000 / (75 - unitary variable cost)
3,750,000 - 50,000unitary variable cost= 100,000
3,650,000 = 50,000unitary variable cost
$73 = unitary variable cost
Commission paid by the building owner to the property Manager for the new tenant is $4575.
<h3>
What is a Commission?</h3>
A brokerage receives compensation for delivering a customer who signs a lease by way of a rental commission. Frequently, rental commissions are stated as months of rent or as a percentage of the annual rent.
The calculation for the Commission of Property Manager:
Commission = Total annualised rent x percentage of Commission
= (795 x 12 x 3 + 1200 x 12 + 900 x 12) x 8.5%
= 53820 x 8.5% = $4,575
Commission for the property manager = $4,575.
Thus, a rental commission, a brokerage is paid for bringing a consumer who signs a lease. The commission for the property manager is $4,575.
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The status dropout rates measures the percentage of individuals who are not enrolled in a certain class or who does not have any school credentials. In the U.S by the year 2008 there was approximately 3.0 million drop out at ages 16 through 24 years old, all were living in United States.
Answer:
What will Sam have to pay for this equipment if the loan calls for semiannual payments (2 per year)
and monthly payments (12 per year)?
Compare the annual cash outflows of the two payments.
- total semiannual payments per year = $2,820.62 x 2 = $5,641.24
- total monthly payments per year = $531.13 x 12 = $6,373.56
Why does the monthly payment plan have less total cash outflow each year?
- The monthly payment has a higher total cash outflow ($6,373.56 higher than $5,641.24), it is not lower. Since the compounding period is shorter, more interest is charged.
What will Sam have to pay for this equipment if the loan calls for semiannual payments (2 per year)?
- $2,820.62 x 12 payments = $33,847.44 ($25,000 principal and $8,847.44 interests)
Explanation:
cabinet cost $25,000
interest rate 10%
we can use the present value of an annuity formula to determine the monthly payment:
present value = $25,000
PV annuity factor (5%, 12 periods) = 8.86325
payment = PV / annuity factor = $25,000 / 8.8633 = $2,820.62
present value = $25,000
PV annuity factor (0.8333%, 60 periods) = 47.06973
payment = PV / annuity factor = $25,000 / 47.06973 = $531.13
a. address problems with sellers.
