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NEW QUESTION: 1
Delphinium Inc.'s target capital structure has a debt ratio of 60 percent. The firm can raise up to $100,000 in new debt at a before-tax cost of 8.5 percent. If more than $100,000 of debt is required, the cost will be 9 percent. Net income last year was $100,000, and it is expected to continue to grow each year at a rate of
10 percent indefinitely. The firm expects to maintain its dividend payout ratio of 40 percent on the 10,000 shares of common stock outstanding. If it must sell new common stock, it would encounter a 15 percent flotation cost on the first $400,000, and a 20 percent cost if more than $400,000 of new outside equity is required. Delphinium's tax rate is 30 percent, and its current stock price is $88 per share. The firm has an unlimited number of projects, which will earn a 10.25 percent return. What is this year's capital budget if the firm invests to the point where the Marginal Cost of Capital (MCC) intersects the Investment Opportunity Schedule (IOS)?
A. $1,165,000
B. $400,000
C. The company has an infinite capital budget.
D. $1,150,000
E. $1,000,000
Answer: A
Explanation:
Explanation/Reference:
Explanation:
Step 1 Find the break points for the problem. There will be three break points: one for retained earnings, one for debt, and one for the change in flotation costs of new stock.
Step 2 Calculate the component costs of capital:
We know NI = $100,000 and there are 10,000 shares, therefore E(0) = $100,000/10,000 = $10. Also, the payout ratio is 40% so D(0) is $4. D(1) = D(0)(1 + g) = $4(1.1) = $4.40.
k(s) = D1/P0 + g = $4.40/$88 + 10% = 15%.
ke(1) = D1/P0(1 - F1) + g = $4.40/$88(1 - 0.15) + 10% = 15.88%.
ke(2) = D1/P0(1 - F2) + g = $4.40/$88(1 - 0.20) + 10% = 16.25%.
kd(1) = 8.5%(1 - T) = 8.5%(0.7) = 5.95%.
kd(2) = 9%(1 - T) = 9%(0.7) = 6.30%.
Step 3 Calculate the marginal costs of capital:
MCC(1) = w(ce)k(s) + w(d)k(d1) = 0.4(15.00%) + 0.6(5.95%) = 9.57%.
MCC(2) = w(ce)k(e1) + w(d)k(d1) = 0.4(15.88%) + 0.6(5.95%) = 9.92%.
MCC(3) = w(ce)k(e1) + w(d)k(d2) = 0.4(15.88%) + 0.6(6.30%) = 10.13%.
MCC(4) = w(ce)k(e2) + w(d)k(d2) = 0.4(16.25%) + 0.6(6.30%) = 10.28%.
MCC Applicable Range
1$0 through $165,000
2$165,000 - $166,667
3$166,667 - $1,165,000
4over $1,165,000
Since the IRR of all projects is given as 10.25% the point where the MCC intersects the IOS is $1,165,000, where the MCC jumps from 10.13% to 10.28%.
NEW QUESTION: 2
What is an accurate description of the purpose of data segmentation?
A. Assemble similar data across data sets by using a primary key.
B. Separate a data set into two equal partitions in preparation for continued analysis.
C. Group data using one or more fields to produce subsets with similar attributes.
D. Separate an individual data field into a predefined number of equal-sized groups according to the field values.
Answer: C
NEW QUESTION: 3
Refer to the exhibit.
Based on the LACP neighbor status, in which mode is the SW1 port channel configured?
A. auto
B. active
C. mode on
D. passive
Answer: B
Explanation:
Explanation
From the neighbor status, we notice the "Flags" are SP. "P" here means the neighbor is in Passive mode.In order to create an Etherchannel interface, the (local) SW1 ports should be in Active mode.Moreover, the "Port State" in the exhibit is "0x3c" (which equals to "00111100 in binary format).Bit 3 is "1" which means the ports are synchronizing -> the ports are working so the local ports should be in Active mode.
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