Answer:
Yield to Maturity(YTM) = 3.47%
Explanation:
<em>The yield to maturity is the required rate of return (discount rate) that would equate the price of the bond and cash outflow expected from the bond. The yield on the bond can be determined as follows using the formula below: </em>
YTM = C + F-P/n) ÷ 1/2 (F+P)
YTM-Yield to maturity-
C- coupon
F- Face Value
P- Current Price
DATA
Coupon = coupon rate × Nominal value = 1,000 × 8%× 1/2=40(note we divide by 2 because interest is paid semi-annually)
n= 4×2 = 8 (note there 2 half months in a year)
Face Value = 1000
YM-?, C-40, Face Value - 1,000, P-103.75/100× 1000 = 1037.5
YM = (40 + (1000-1037)/8) ÷ ( 1/2× (1000 + 1037.5 ) ) =0.0347
YM = 0.0347
× 100 = 3.47%
Yield to Maturity = 3.47%
Answer:
a) Determine which type of cars will be sold at the efficient allocation.
All cars would be sold in a Pareto efficient allocation.
In a Pareto efficient market, resources are all allocated in the most efficient possible way. This is the reason why this is just a theoretical concept that does not necessarily apply in real life.
b) Determine which type of cars will be sold at the market equilibrium.
Since consumers are only willing to pay up to $1,620 for a used car, only medium quality and low quality cars will be sold. The price of high quality used cars is higher than the equilibrium price.
Explanation:
the most a buyer would be willing to pay for a used car is ($1,800 x 40%) + ($1,600 x 30%) + ($1,400 x 30%) = $720 + $480 + $420 = $1,620
They both have preset limits
Answer:
$101,904.6
Explanation:
The computation of the cost of goods sold using the average cost method is shown below:
Beginnig Inventory 285 at $157 = $44,745
Purchases 485 at $177 = $85,845
Purchases 185 at $217 = $40,145
Total cost = $170,735
Now
Total number of units is
= 285 + 485 + 185
= 955
Now
Average Cost per unit is
= $170,735 ÷ 955
=$ 178.78
And, finally
Cost of goods Sold is
= 570 × $178.78
= $101,904.6
HEY THERE.
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