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:
Option B 36 months
Explanation:
The reason is that it meets both the budget requirement which is it must be under $250 and must be the one that pays the principle and the interest amount as quickly as possible. So if Markel choses the option with monthly instalments made within 36 which is under $250 then it will also enable him to pay his liabilities as early as possible.
Answer:
$486,000
Explanation:
According to the scenario, computation of the given data are as follow:-
Budgeted Cash Disbursements for August
Particular Amount ($)
Direct material purchase for July ($210,000 × 30%) 63,000
Direct material purchase for August ($390,000 × 70%) 273,000
Add-wages paid 50,000
Add: Office equipment purchase 62,000
Add: Selling and administrative expenses 38,000
Total 486,000
The depreciation is a non cash expense and the same is not relevant. Hence, ignored it
Answer:
25%
Explanation:
The expected before-tax IRR on a potential real estate investment is 14%
The expected after-tax IRR is 10.15%
Therefore, the effective tax rate on this investment can be calculated as follows
Effective tax rate= 1-(after-tax IRR/before-tax IRR)
Effective tax rate= 1-(10.15/14)
= 1-0.75
= 0.25×100
= 25%
Hence the effective tax rate is 25%