Answer:
A. Increase investment in long-term bonds
Explanation:
According to the Expectations hypothesis which is based on the principle that long-term rate is determined purely by current and future expected short-term rates, such that he expected final value from the accumulation of progression of short-term bonds approximates the final value from investing in long-term bonds.
Hence, given that when the interest rates fall, the prices of the bonds on the market already will rise, then it can be concluded that If the fund manager thinks that interest rates are going to fall, she should Increase investment in long-term bonds
Answer:
(a) 62%
(b) 3.83 times
(c) Yes
Explanation:
(a) Ellie's debt ratio:
= Total Debt ÷ Total assets
= $39 million ÷ $63 million
= 0.62 or 62%
(b) Ellie's times interest earned ratio:
= Interest ÷ EBIT
= $23 million ÷ $6 million
= 3.83 times
(c) Yes, it has enough times interest ratio.
If Interest expenses increased to $7 Million, then
Company could easily raise more debt to finance additional funding needs.
Answer: 2.36 years
Explanation:
Payback period is the amount of time it will take to pay off the initial investment/ outlay which in this case is $15,700.
= Year before investment is paid + (Amount remaining/ Cashflow in year of Payback)
Add up the cashflows to find the year before payback;
= 6,400 + 7,700
= $14,100
Year before payback = 2
Amount remaining;
= 15,700 - 14,100
= $1,600
Payback period = 2 + (1,600/ 4,500)
= 2.36 years
Answer:
He should order 681.66 gallons to minimize the cost, but he have a 500 gallon tank he can fill, so he will order 500 gallons every time, to minimize the cost.
Explanation:
According to the given data we have the following:
h = handling cost per unit = $ 9
S = Ordering cost per order = $20.5
He uses 8,500 gallons a month, therefore, the annual demand D= 8,500*12 = 102,000 gallons
.
Therefore, the optimal ordering quantity would be= [ (2*D*S) / h ]1/2
=681.66 units
He should order 681.66 gallons to minimize the cost, but he have a 500 gallon tank he can fill, so he will order 500 gallons every time, to minimize the cost.
Each van carried 11 students and each bus carried 45 students
