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NEW QUESTION: 1
Which is not the fundamental test process?
A. None
B. Test closure activities
C. Planning and control
D. Analysis and design
Answer: A
NEW QUESTION: 2
本社は、ネットワーク技術者に10.1.100.0/24のサブネットを割り当てました。技術者は、財務部、人事部、およびITのサブネットを作成したいと考えています。次のデバイスカウントを考えます。
ファイナンス：70台のデバイス
人事：38デバイス
IT：16デバイス
技術者が指定されたアドレス空間をどのように割り当てる必要があるか、次のうちどれを概説しますか？
A. ファイナンス：10.1.100.0/23
人事：10.1.100.128/22
IT：10.1.100.192/21
B. ファイナンス：10.1.100.0/26
人事：10.1.100.128/27
IT：10.1.100.192/28
C. ファイナンス：10.1.100.0/21
人事：10.1.100.128/22
IT：10.1.100.192/23
D. ファイナンス：10.1.100.0/25
人事：10.1.100.128/26
IT：10.1.100.192/27
Answer: B
NEW QUESTION: 3
コードの断片を考えると：
結果は何ですか？
A. Java EESE
B. Java EEJava EESE
C. Java EEJava SE
D. The program prints either:
Java EEJava SE
or
Java SEJava EE
Answer: C
NEW QUESTION: 4
Using the following assumptions, calculate the rate of return on a margin transaction for an investor who purchases the stock and the stock price at which the investor who shorts the stock will receive a margin call.
What of the following choices is closest to the correct answer? The margin transaction return is:
A. 48.00%, and the investor will receive a margin call at a stock price of $20.83.
B. 24.00%, and the investor will receive a margin call at a stock price of $30.00.
C. -24.00%, and the investor will receive a margin call at a stock price of $30.00.
D. -12.00%, and the investor will receive a margin call at a stock price of $16.67.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
To obtain the result:
Part 1: Calculate Margin Return:
Margin Return % = [((Ending Value - Loan Payoff) / Beginning Equity Position) - 1] * 100
= [(([$22 * 1,000] - [$25 * 1,000 * 0.50]) / ($25 * 0.50 * 1,000)) - 1] * 100
=-24.00%.
Alternative (Check):Calculate the all cash return and multiply by the margin leverage factor.
= [(22,000 - 25,000)/22,000] * [1 / 0.50] = -12.00% * 2.0 = -24.00%
Part 2:Calculate Margin Call Price:
Since the investor isshort(sold the stock), the formula for the margin call price is:
Margin Call = (original price) * (1 + initial margin) / (1 + maintenance margin)
= $25 * (1 + 0.50) / (1 + 0.25) =$30.00
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