Answer:
The firm must save $45,172.02 monthly for 24 months to be able to pay $1,130,000 at 4.3% compounded monthly as found in the attached
Explanation:
In calculating the monthly saving , I used the PMT function in excel,whose formula is given as PMT(rate,nper,pv,-fv)
r represents the rate on the savings given as 4.3% annually but 0.36% per month (4.3%/12 months), as the compounding is done monthly.
nper represents the duration of savings,given as two years but multiplied by 12 months to reflect monthly compounding horizon
pv is the present value zero as it is not given and not required
Fv is future value given as $1,130,000
Find detailed computation in the attached.
Answer:
Please see journal entries below
Explanation:
The entries below are made in the books of Farmland Corporation, the issuer of the bond.
Upon redemption, journal entries would be as follows.
Debit: Bond Account $396,000 (cash paid to bond investors)
Credit: Cash/Bank Account $396,000 (cash paid to bond investors)
Debit: Profit/Loss Account $8,000 (premium paid over carrying value of bond, calculated below: )
Credit: Bond Account $8,000 (premium paid over carrying value)
Premium over carrying value is calculated as follows:
Redemption value - carrying value
= 
=
= $396,000 - $388,000
= $8,000
Either those are your thoughts or you need to see a doctor.
Answer:
d) 6.53 days late as the days sales outstanding are longer than the 45-days credit given by the company
Explanation:
A/R turnover ratio
days sales oustanding:
45 - 51.53 = 6.53
Answer:
Annual deposit= $2,456.96
Explanation:
Giving the following information:
The number of years= 5 years
Final value= $15,000
Interest rate= 10%
We need to calculate the annual deposit to reach the objective. We will use the following formula:
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
Isolating A:
A= (FV*i)/{[(1+i)^n]-1}
A= (15,000*0.1) / [(1.10^5)-1]
A= $2,456.96
