Answer:
Mabry Corporation
Using the effective interest method, the bond discount should be reduced for the 6 months ended December 31, 2018 by:
= d. $90,000
Explanation:
a) Data and Calculations:
Face value of bonds issued = $15 million
Issue price of the bonds = 13.8 million
Bonds discounts = $1.2 million
Coupon rate of interest = 8%
Effective interest rate = 10%
Interest payment = semi-annually on December 31 and July 1
December 31, 2018:
Interest payment = $600,000 ($15 million * 4%)
Interest expense = $690,000 ($13.8 million * 5%)
Amortization of discounts = $90,000 ($690,000 - $600,000)
Fair value of bonds = $13.89million ($13.8m + $90,000)
Answer:
The correct answer is (d)
Explanation:
The first amendment has given political parties the right to speak and do political campaigns, and it had restricted government to stop them. Overall, the first amendment right is protecting political speeches and political campaigns. So, yes the first amendment right has demoted all the limits which restricted political parties to get funds from corporations.
Answer:
$0.316 trillion per annum
Explanation
According to the scenario, computation of the given data are as follow:-
Interest rate = 0.5% = 0.005
Government Borrows = $6 trillion
Time = 20 years
Required Uniform Annual Payment= Government Borrows × Interest Rate × [(1 + Interest Rate)^Time period ÷ (1 + Interest Rate)Time period] - 1
= $6 trillion × 0.005 × [(1 + 0.005)^20 ÷ (1 + 0.005)^20 - 1]
= $0.03 trillion × [(1.005)^20 ÷ (1.005)^20 - 1]
= $0.03 trillion × (1.1049 ÷ 1.1049 - 1)
= $0.03 trillion × (1.1049 ÷ 0.1049)
= $0.03 trillion × 10.533
= $0.316 trillion per annum
<span>Decrease by $57,400 per month.
Looks look at the cash flow for continuing to produce product a and discontinuing product a.
Continuing to produce
Income = 15900 * $29 = $461,100
Variable Expenses = 15900 * 23 = $365,700
Fixed overhead = $109,000
Total cash flow = $461,100 - $365,700 - $109,000 = -$13,600
So the Lusk company is losing $13,600 per month while producing product a. Let's see what happens if they stop producing it.
Income = $0
Variable Expenses = $0
Fixed overhead = $71,000
Total cash flow = $0 - $71,000 = -$71,000
So if they stop producing it, their fixed overhead decreases, but is still at $71,000 per month, for a total loss per month of $71,000.
The conclusion is to either lose $13,600 per month, or $71,000 per month. So if they stop production of product a, their loss per month will increase by $57,400.</span>