Answer:
b. $290,000
Explanation:
The computation of the cash flows from operating activities to be reported on the statement of cash flows is shown below:
= Net income reported on the income statement + decrease in account receivable
where,
Net income reported = $280,000
And, the decrease in account receivable is $10,000 ($70,000 - $80,000)
So, the cash flow from operating activities
= $280,000 + $10,000
= $290,000
The decrease in account receivable implies that more cash is come so it would be added and the same is shown above
Answer:
The correct answer is 10.72% ( Approx.).
Explanation:
According to the scenario, the given data are as follows:
Debt ratio = 46.5%
Capital intensity ratio = 2.51 times
Profit margins = 21%
Dividend payout = 38%
Formula to calculate sustainable growth rate ae as follows:
Sustainable growth rate = (Earnings retention rate × Return on equity ) / ( 1 - (ROE × RR)
where, Retention rate =(1 - dividend payout rate)
= (1-0.38) = 0.62
ROE = Profit margin × Total asset turonver × Equity multipler
= Profit margin × 1/capital intensity ratio × 1/(1-debt ratio)
= .21 × (1/2.51) × 1/(1-.465)
= .21 × 0.398 × 1.869
= 0.1562
=15.62%
So, Sustainable growth rate = (0.1562*0.62) / 1 - (0.1562*0.62)
= 0.096844 / 0.903156
= 0.1072
= 10.72% (approx.)
Hence, the correct answer is 10.72% (approx.).
Answer:
B. $8293.75
Step-by-step explanation:
<em>On first $9 225:</em>
Tax = $9225 × 0.10 = $ 922.50
<em>On next $28 225:
</em>
Tax = $28 225 × 0.15 = 4233.75
<em>On last $12 550</em>:
Tax = <u>$12 550</u> × 0.25 = <u> 3137.50
</u>
$50 000 $8293.75
This isn't exactly the same as on your answer key.
Answer:
Total unitary cost= $16.2
Explanation:
<u>First, we need to compute the total fixed overhead:</u>
Total fixed overhead= 10,000*6= 60,000
<u>Now, the unitary absorption cost for 12,500 units:</u>
Direct labor= 2.8
Direct materials= 3.8
Variable overhead= 4.8
Total variable cost= $11.4
Fixed overhead= (60,000/12,500)= 4.8
Total unitary cost= $16.2
The unitary cost is lower.
Answer:
2.83%
Explanation:
P0 = $6,700,000
Cost of equity Ke = 8%
So, value of this perpetuity 6 years form now is P6 = P0*(1+Ke)^6
= $6,700,000*(1.08)^6
= $6,700,000*1.58687432294
= $10632057.96
Free cash flow at year 7 (FCF7) = $550,000
So, using constant growth model, g = Ke - FCF7 / P6
g = 0.08 - 550000/10632057.96
g = 0.08 - 0.05173034
g = 0.02826966
g = 2.83%
Thus, the growth rate required for the continuation value (terminal value perpetuity) term is 2.83%.
