Answer:
The estimated inventory at May 31 is $352,549
Explanation:
In order to calculate the estimated inventory at May 31 we would have to calculate the following formula:
Estimated closing inventory=(resale of goods- sales in may)*(beginning inventory plus purchases/resale of goods
Estimated closing inventory=($1,020,000-$400,000)*($580,000)/$1,020,000)
Estimated closing inventory =($620,000*$580,000)/$1,020,000
Estimated closing inventory =$352,549
The estimated inventory at May 31 is $352,549
Answer:
I can't but I give the best of wishes on getting $15 on Nitro type
Answer:
PV= $12,111.93 = $12,112
Explanation:
Giving the following information:
Future Value (FV)= $150,000
Interest rate (i)= 8.75% = 0.0875
Number of periods (n)= 30
<u>To calculate the present value (PV), we need to use the following formula:</u>
PV= FV/(1+i)^n
PV= 150,000 / (1.0875^30)
PV= $12,111.93
a. Nominal interest rates Increase and Aggregate demand Decrease
b. New Fed policy Buy bonds
Explanation:
When contemplating unemployment, the nominal interest rate applies to the rate of interest. Net may, without taking into consideration any commissions or compounded interest, be related to the advertised or reported interest rate of a loan.
The aggregate demand (AD) for finished commodities and facilities in the market at a certain time is aggregated. Strong demand is often named, but this term is often used in many ways. This is the market for a country's gross national product.
When the Fed sells debt in the international market, the world economy money supply is expanded by exchanging debt for cash from the general public. Instead, when the Fed sell bonds, the supply of money is reduced by cash being pulled out of the market in return for bonds. The Fed also sells bonds.
Answer:
Annual deposit = $4100
Explanation:
Annual deposit = $4100
Number of years for retirement = 30 years
Future value of money = $1000000
Interest rate = 12%
Now use the below formula to find the annuity amount.
Annual deposit = Future value (A/F, r, n)
Annual deposit = 1000000 (A/F, 12%, 30)
Annual deposit = 1000000(0.0041)
Annual deposit = $4100