Answer:
$936.17
Explanation:
The current market price of the bond = present value of all coupon received + present value of face value on maturity date
The discount rate in all calculation is YTM (6.12%), and its semiannual rate is 3.06%
Coupon to received semiannual = 5.3%/2*$1000= $26.5
We can either calculate PV manually or use formula PV in excel to calculate present value:
<u>Manually:</u>
PV of all coupon received semiannual = 26.5/(1+3.06)^1 + 26.5/(1+3.06)^2....+ 26.5/(1+3.06)^24 = $445.9
PV of of face value on maturity date = 1000/(1+6.12%)^12 = $490.27
<u>In excel:</u>
PV of all coupon received semiannual = PV(3.06%,24,-$26.5) = $445.9
PV of of face value on maturity date = PV(6.12%,12,-$1000) = 1000/(1+6.12%)^12 = $490.27
The current market price of the bond = $445.9 + $490.27 = $936.17
Please excel calculation attached
The answer is A. Hope I could help.
Answer:
EOQ= 300 units
Annual ordering cost= $3750
Annual holding cost =$3750
Re-order point =100 units
Explanation:
The Economic Order Quantity (EOQ) is the order size that minimizes the balance of ordering cost and holding cost. At the EOQ, the carrying cost is equal to the holding cost.
It is computed using he formulae below
EOQ = √ (2× Co× D)/Ch
EOQ = √ (2× 75× 15,000)/25
EOQ = 300 units
Annual holding cost
= EOQ/2 × holding cost per unit
= 300/2 × $25
=$3750
Annual ordering cost
= Annul demand/EOQ × ordering cost per order
=( 15,000/300)× $75
= $3750
Re-order Point
Maximum consumption × maximum lead time
=( 15,000/300)× 2 = 100 units
Cyclical deficit is the downfall of the business cycle, this usually occurs when the economy is beneath potential income. The formula for this is, CD= tax rate x ( potential deficit - actual deficit). Therefore, the cyclical deficit is $200. I hope this helps.