Answer:
The current value of the bond is $796.04
Explanation:
The current value of a bond is the present value of all the cash inflows expected from the bond in the form of an annuity of interest payments and the term end face value payment discounted by the required rate of return or market interest rates. Thus, the current price of this bond will be,
Interest payment from the bond per year = 1000 * 0.07 = $70
The present value of ordinary annuity formula is attached in the answer.
Price = 70 * [ (1 - (1+0.14)^-4) / 0.14 ] + 1000 / (1.14)^4
Price of the bond = $796.04
Answer:
The correct answer is option b.
Explanation:
The number of units of output sold is 8,000 .
The sales revenue is $9,600,000 .
The variable costs are $6,000,000 .
The fixed costs are $2,600,000.
The price of the product
=
=
= $1,200
The average variable cost is
=
=
= $750
Profit = TR - TC
Profit =
$1,270,000 = $1,200Q - $750Q - $2,600,000
$3,870,000 = $450Q
Q =
Q = 8,600 units
Answer:
The Break Even Point is the Sales Value that will cover the cost of production. Meaning the Sales Value that will bring profitability to Zero
Break Even sales for Company wide = $378,000
Break Even Value for Chicago is $111,429
And Break Even Value for Minneapolis is $120,000
The Addition of both Outlets/Offices Break Even Sales is less than the Company-wide because the Offices don't share in the Common Fixed Expense as these are specific to Group reporting.
Explanation:
Answer:
a) 2,093
b) It will reorder once there are 420 units left (demand during lead-time)
c) 34 days
Explanation:
a) economic order quantity
<u>Where:</u>
D = annual demand = 21,900
S= setup cost = ordering cost = 50
H= Holding Cost = 0.50
EOQ = 2092.844954
b) it takes four days to arrive:
if it sale 420 units per week then:
420 x 4/7 = 240 units are demand during delivery
c) order cycle:
EOQ / Annual Demand
2,093 / 21,900 = 0,09557 x 365 = 34.8333 days
It will order every 34 days (if it orders after 35 days will face shortage)
Answer:
0.5
Explanation:
A screenshot is attached to get the full solution
Since the coefficient is < 1, it is inelastic
