Answer:
<h2>The present value of PV in this case is $527.76 approximately.</h2>
Explanation:
The mathematical or accounting formula of Present Value(PV)=
where FV denotes the future cash payment to be made,r represents the discount rate and n is the number of years in which the future payment has to made.Here,the future cash payment of FV is given as $1350,the discount rate is 11% or 0.11 and the number of years in which the FV has to be paid is 9 years.
Hence,PV in this case=
approximately
Therefore,based on the information given the PV in this case is $527.76 approximately.
Answer:
Annual deposit= $188,842.66
Explanation:
Giving the following information:
Williamsburg Nursing Home is investing in a restricted fund for a new assisted-living home that will cost $6 million.
n= 15 years
i= 10%
We need to use the following formula:
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
Isolating A:
A= (FV*i)/{[(1+i)^n]-1}
A= (6,000,000*0.10)/[(1.10^15)-1]
A= $188,842.66
Answer:
Between quarter 7 and 8
Explanation:
To calculate the recession lets consider the quarter 7 and 8.
GDP in quarter 7 =$4499 Billion
GDP in quarter 8 =$4409 Billion
Growth rate of GDP in these two quarters= 4409-4499/4499*100
= -2 percent
Recession happens when the GDP decreases
Answer:
Fixed overhead application rate
= <u>Budgeted fixed overhead</u>
Budgeted direct labour hours
= <u>$114,000</u>
60,000 hrs
= $1.90 per direct labour hour
Amount of overhead applied to job X387: $
Variable overhead $4.90 x 170 hours = 833
Fixed overhead $1.90 x 170 hours = 323
1,156
Explanation:
In this case, there is need to calculate the fixed overhead application rate based on direct labour hours by dividing the the budgeted fixed overhead by budgeted direct labour hours. Then, we will calculate the overhead applied to Job X387 by multiplying the fixed and variable application rate by actual direct labour hours of 170 hours.
The question is incomplete as the figures are missing. The complete question is,
Fosnight Enterprises prepared the following sales budget:
Month Budgeted Sales
March $6,000
April $13,000
May $11,000
June $20,000
The expected gross profit rate is 20% and the inventory at the end of February was $7,000. Desired inventory levels at the end of the month are 30% of the next month's cost of goods sold. What are the total purchases budgeted for May?
Answer:
Purchases - May = $10960
Explanation:
To calculate the total value of purchases that are budgeted for May, we first need to calculate the cost of goods sold and the opening and closing inventory for May.
As the gross profit margin is 20%, the cost of goods sold will be 80% of sales.
Cost of goods sold for May = 0.8 * 11000 = $8800
Cost of goods sold for June = 0.8 * 20000 = $16000
Opening inventory - May = 8800 * 0.3 = $2640
Closing Inventory - May = 16000 * 0.3 = $4800
Purchases = Closing Inventory + Cost of Goods Sold for the month - Opening Inventory
Purchases - May = 4800 + 8800 - 2640
Purchases - May = $10960
