Answer:
The bonds sell for $825.63
Explanation:
To calculate the price of the bond, we need to first calculate the coupon payment per period. The bonds are annual bonds so the coupon payment is per year.
Coupon Payment = 1000 * 0.057 = $57
Total periods = 15
The formula to calculate the price of the bonds today is attached.
Bond Price = 57 * [( 1 - (1+0.077)^-15) / 0.077] + 1000 / (1+0.077)^15
Bond Price = $825.63
Answer:
$352,000
Explanation:
The computation is shown below:
Product Net realizable value Cost LCNRV
A $129,000 $126,000 $126,000
B $80,000 $72,000 $72,000
C $154,000 $155,000 $154,000
Total value of the inventory $352,000
This is the answer but the same is not provided in the given options
The answer for Equivalent units for the period will be calculated as follows under FIFO
1. Units from beginning work in process: calculate this as beginning work in process units x (100% – given % complete) to calculate the amount of additional work needed to make the unit 100% complete.2. Units in progress and completed this period: take the units x 100% complete since they were started and completed they have received all of their materials, labor and overhead and will not receive any more since they are finished.3. Units in Ending work in process: take the ending work in process units x a given % complete.
Solution by step:
Equivalent units = 1. (5,000 × 40%) +2. (31,000 – 5,000) (Since there is a beginning work in process deduct this from the units completed) +3. (2,000 × 80%)
= 2000 + 26000 + 1600
Answer = 29,600 units
Answer:
a. Imports (M), b. Government Expenditure (G), c. Exports (X), d. Investment 'I'
Explanation:
a) 'Kevin buys a bottle of Italian wine' is a part of US Imports (M)
b) 'The state of Pennsylvania repaves highway PA 320' is a part of US Government Expenditure (G)
c) 'Maria's father in Sweden orders a bottle of Vermont maple syrup from the producer's website' is a part of US Exports (X)
d) 'Kevin's employer upgrades all of its computer systems using U.S.-made parts' is a part of US Investment 'I'
Dang I used to know this but I completely forgot I will try to answer if it comes back to me
