Answer: $2.33
Explanation:
The unit contribution margin that is required to attain the profit target will be calculated thus:
= (Fixed cost + Desired profit) / Estimated units
= ($225,000 + $125,000) / 150,000
= $350,000 / 150,000
= $2.33
Therefore, the unit contribution margin is $2.33
Answer:
c. $166.67 million
Explanation:
cost of expansion = new equity issued / (1 - flotation costs)
cost of expansion = $150 million / (1 - 10%) = $150 million / 90% = $166.67 million
Flotation costs increase the cost of equity, since they are an expense that decreases the net amount of money received by a corporation when it issued new stocks or new bonds.
Answer:
operation cash flow ( OCF ) is $98800
Explanation:
given data
number of units = 3800 units
variable cost = $185 per unit
fixed costs = $364,000
depreciation expense = $104,000
sales price = $305 per unit
tax rate = 35 %
fix cost = $360,000
to find out
what is the OCF given this analysis
solution
we know operation cash flow ( OCF ) is express as
OCF = [ { selling - variable cost ) × no of units } - fixed cost ] × [ tax rate ] + [ deprecation × tax rate ] ..............................1
put here all these value
OCF = [ { 305 - 185 ) × 3800 } - 360000 ] × [ 35% of income before tax ] + [ 104,000 × 0.35 ]
OCF = 96000 - 0.35×96000 + 36400
OCF = 62400 + 36400
OCF = $98800
Answer:
The answer is below
Explanation:
To be able to enjoy some small daily purchases and also make wise, long-term decisions when it comes to spending and saving, you will need to take the following steps:
1. Ensure you have a plan: this will describe your short term and long term goals about your finances
2. You can start with an 80%/20% rule. Here, you spend 80% of your income and save 20%. You can increase that later to 70/30%
3. After sometimes, invest 80% of your savings and keep 20%
4. Use credit when only necessary
5. Enjoy yourself sometimes by spending the money for yourself adequately.
6. Keep learning how to maximize your income.
Answer:
$33,641.50
Explanation:
The computation of the amount withdrawn for the year is shown below:
As we know that
Present value = Annual withdrawals × Present value of annuity factor (7.5%,25)
$375,000 = Annual withdrawals × 11.14694586
So, annual withdrawals is
= $375,000 ÷ 11.14694586
= $33,641.50
We simply applied the above formula so that the annual withdrawn could come
