C. An increase in demand.
Because people will have more money available for demanding further of those goods. Certain exceptions apply to these rule.
Answer:
Investment on Gold Company 305,565
Goodwill 20,360
Carrying value 325,925
Explanation:
<em>Because our current control, we have to use the equity valuation</em>
<em>the net income increased our investment and the cash dividends decreased.</em>
beginning book value 275,400
+ 30% net income
30% of 125,600 = 37,680
-30% cash dividends
30% of 25,050 = (7,515)
ending I<u>nvestment on Gold Company 305,565</u>
<u />
<em>The goodwill will be amortized over 5 years using straight-line method</em>
<u>Goodwill</u>
300,850 - 275,400 = 25,450
life 5 years
25,450/5 = 5,090
amortization (5,090)
<u>Total 20,360</u>
Answer:
Current liabilities:
Notes payable $8,000
Non-current/long-term liabilities:
Notes payable $1,224,000
Explanation:
The actual amount of notes payable at 31st December is the difference between the short-term debt and the amount of cash realized from the issue of common stock whose proceeds are meant to be used in liquidating the short-term debt.
The actual amount of notes payable=$1,232,000-$1,224,000=$8,000
By issuing common stock of $1,224,000 to repay the short-term debt,the $1,224,000 is effectively converted to funding of long-term nature,hence classified as long-term liabilities
Answer:
It will take 2.73 years to cover the initial investment.
Explanation:
<u>The payback period is the time required to cover the initial investment:</u>
Year 1= 0 - 2,400= -2,400
Year 2= 1,600 - 2,400= -800
Year 3= 1,100 - 800= $300
<u>To be more accurate:</u>
(800/1,100)= 0.73
It will take 2.73 years to cover the initial investment.
Answer:
The lease payment will be for $ 113,751.173 during 5 years beginning at the moment the lease is signed
Explanation:
First, we discount the payment at the end of the lease
Maturity $150,000
time 5 years
rate 0.06
PV 112,088.7259
Now we subtract form the 620,000 to know the amount to be perceived form the lease payment:
620,000 - 112,089 = 507.911
Now we solve the PMT which makes the annuity-due of 5 payment at the beginning of the period:
PV $507,911.0000
time 5
rate 0.06
[tex ]507,911 \div \frac{1-(1+0.06)^{-5} }{0.06}(+0.06) = C\\[/tex]
C $ 113,751.173
