Answer:
$46.43
Explanation:
Calculation for Below what stock price level would you get a margin call
First step is to calculate the Loan amount
Loan amount=(100 shares × $130 × 0.5
Loan amount= $6,500 × 0.5 = $3,250
Now let calculate Stock price level
0.30 = (100P $3,250)/100P
30 - P = 100P - $3,250
30-100P= - $3,250
-70P = -$3,250
P=$3,250/70
P = $46.43
Therefore Below what stock price level would you get a margin call will be $46.43
Answer:
Explanation:
Cost of machine - $80000
Useful life - 5 years
Salvage value -$5000
Depreciable amount = 80000-5000= 75000
Annual depreciation = 75000/5 = 15000
Year DR Accum Dep
Cost 8000
1 Depreciation 15000 15000
2 Depreciation 15000 30000
Year 3 Depreciation 15000 45000
Year 4 Depreciation 15000 60000
Year 5 Depreciation 15000 75000
Financial statement template
Balanced sheet
Cash asset + Non cash asset = liabilities + Equity
Cash asset + 65000 = liabilities + equity
Income statement
Revenue - expenses = Net income
Revenue - 15000 - Net Income
Answer:
5500 units per month must be sold to earn the required profit
Explanation:
The target profit is the amount of profit that a business wants to earn. To calculate the target profit, we can use the break even analysis and include the factor for target profit under its formula and calculate the units and the dollar sales needed to earn the target profit.
In this case, the target profit is $50000 per month.
The break even in units = Fixed cost / contribution margin per unit
Contribution margin per unit = selling price per unit - variable cost per unit
To calculate units required for target profit, we will add the target profit to the fixed cost and divide by the contribution margin per unit
Target profit units = (fixed cost + target profit) / Contribution margin per unit
So,
Contribution margin per unit = 20 - 10 = $10 per unit
Target profit units = (5000 + 50000) / 10
Target profit units = 5500 units per month
Answer:
$2,010
Explanation:
The future value of the savings account in 6 years can be computed using the below future value formula:
FV=PV*(1+r)^n
FV=unknown future amount
PV=current worth of the savings account=$1,200
r=annual interest rate=5%
n=number of years envisaged=6
FV=$1,500*(1+5%)^6
FV=$1,500*(1.05)^6
FV=$1,500*1.3400956
FV=$2,010
