Answer:
a) The PV of the quarterback's contract is 13.91 million
b) The PV of the receiver's contract is 14.42 million
.
c) The Receiver is better paid
Explanation:
a)
PV of quarterback
= 3.1/1.09 + 3.1/1.09^2 + 3.1/1.09^3 + 3.1/1.09^4 + 3.1/1.09^5 + 3.1/1.09^6
= 3.1/0.09*(1 - (1/1.09)^6)
= 13.91 million
Therefore, The PV of the quarterback's contract is 13.91 million
.
b)
PV of receiver's contract
= 5 + 2.1/1.09 + 2.1/1.09^2+2.1/1.09^3+2.1/1.09^4+2.1/1.09^5+2.1/1.09^6
= 5 + 2.1/0.09*(1 - (1/1.09)^6)
= 14.42 million
Therefore, The PV of the receiver's contract is 14.42 million
.
c) Since the PV of the quarterback's contract is less than the PV of the receiver's contract, The Receiver is better paid.
No, Luz is incorrect. Marta's quantity demanded has decreased, but her demand has stayed <span>the same. It is true that </span>As a price for a product increases, the demand for that product will be most likely to decrease because consumers have to make more sacrifice without any additional income.
But, if you pay attention to the case above, you can see the total value of demand that marta has is still the same, which is $ 60
Answer:
Materials handling Allocation= $27.5
Explanation:
Giving the following information:
Each chair consists of 10 separate parts totaling $165 direct materials and requires 5.0 hours of machine time to produce.
Materials handling= $2.75 per part
Machining= $5.00 per machine hour
Assembling= $1.50 per part
Packaging= $3.75 per finished unit
Material Handling allocation base is: Number of parts.
Allocation= 10 parts* $2.75= $27.5
Answer: $400,000
Explanation: Given the following :
Operating Income (EBIT) = $4,000,000
Weighted average cost of Capital (WACC) = 10% = 0.1
Operating capital = $20,000,000
Taxes = 40% = 0.4
Economic Value Added (EVA) is given by;
EBIT x (1-Tax) - (WACC x Operating capital)
$4,000,000 × (1-0.4) - (0.1 × 20,000,000)
$4,000,000 × (0.6) - (2,000,000)
$2400,000 - $2,000,000
=$400,000
Answer:
The monthly withdrawals are $3,537.85 and will last for 23 years.
Explanation:
We have to calculate the monthly installment of an annuity:
PV 568,900.00
time 276 (23 years x 12 months)
rate 0.004333333 (5.2% = 5.2 / 100 = 0.052 per year we now divide by the 12 months of a year and get the rate for monthly withdrawals.
C $ 3,537.85
