Answer:
Explanation:
We would plug the following values in a financial calculator in order to compute the future value,
N = 25
I/Y = = r = 8
PMT = 5440
PV = 0
Fv = ??
FV = PMT x (1 + r )(
)
https://www.calculator.net/finance-calculator.html?ctype=endamount&ctargetamountv=1000000&cyearsv=25&cstartingprinciplev=0&cinterestratev=8&ccontributeamountv=5440&ciadditionat1=beginning&printit=0&x=0&y=0
^ Using the financial calculator, FV = $429,512
Answer:
Income will increase by $5 per unit
Explanation:
The income effect in case of the order accepted is presented below:
As we know that
Additional sales per unit $32
Direct material per unit $12
Direct labor per unit $9
And, the incremental variable overhead cost is $6 per unit
Since the fixed cost is the same so it does not affect the effect on income
So, the income effect would be
= $32 - $12 - $9 - $6
= $5 per unit
Since the answer comes in positive which means there is an increase in income
Answer:
Part a
Debit : Cash $9,000
Credit : Service Revenue $9,000
Part b
Debit : Prepaid Insurance $3,240
Credit : Cash $3,240
Part c
Debit : Equipment $12,000
Credit : Cash $12,000
Part d
Debit : Cash $14,000
Credit : Loan Payable $14,000
Explanation:
Step 1 : Identify the Accounts affected in each and every transaction.
Step 2: Then determine if this Account is increasing or decreasing.
Step 3 :The journal entries have been prepared above.
Answer:
1.90
Explanation:
Calculation for how many cells that the company require to satisfy predicted demand
Using this formula
Numbers of cell=Projected annual demand/Annual capacity per cell
Based on the information given we were told that Annual demand is 50,000 units in which it is forecasted that within 2 years it will tripple which means that Annual demand will be calculated as:
Projected annual demand = 50,000*2 years
Projected annual demand=100,000
Let plug in the formula
Numbers of cell=100,000÷(220 units/day × 238 days/year)
Numbers of cell=100,000÷52,360
Numbers of cell=1.90
Therefore the amount of cells that the company require to satisfy predicted demand will be 1.90
Suppose $250,000 is used to establish an annuity that earns 6%, compounded quarterly, and pays $6000 at the end of each quarter. It will take about 120 quarters until the account balance reaches $0.
Amount invested (Present value) = $250000
Quarterly payment (At the end of each quarter) (P) = $4500
Interest Rate (Quarterly) (r) = 6% /4
= 1.5% = 0.015
A number of quarters (n) = ?
Future value at the end = 0
Present value of Annuity formula:
Present value = P × 
250000 = 4500 × 
250000 = 300000 × 
250000 / 300000 = 
0.83333 = 
n = 120
Hence is shall take 120 Quarters until the account balance is $0.
To learn more about account balance
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