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NEW QUESTION: 1
DRAG DROP




Answer:
Explanation:

Explanation:

Box 1: From the Charm Bar, open Change PC settings.
The Settings options of the Charm bar let you quickly tweak your computer's six major settings: WiFi/Network, Volume, Screen, Notifications, Power, and Keyboard/Language.

Box 2: Select What the power button does.
In Power options, select Choose what the power button does.

Box 3: Change the When I press the power button menu settings.
Now select the option that says "Change settings that are currently unavailable".

This will provide you with the option to enable Hibernation. Check Show Hibernate option to enable and click Save Changes.

References: http://www.addictivetips.com/windows-tips/how-to-enable-windows-8- hibernate-option/

NEW QUESTION: 2
A successful coating inspector must be able to
A. apply the coating with expert accuracy.
B. advise the coating applicator on how to mix the coating.
C. recommend the appropriate coating technique for the job to the contractor.
D. look for problems or issues during application.
Answer: D

NEW QUESTION: 3
お客様は、既存のFlexFabric 5700スイッチを使用してMicrosoft Storage Spaces Directを導入したいと考えています。お客様のスイッチで利用できるRDMAテクノロジーはどれですか。
A. NPAR
B. RoCE
C. InfiniBand
D. NVMeOF
Answer: B

NEW QUESTION: 4
Given that the beginning value on a stock is $640, expected earnings are $80, the retention rate of earnings is 40%, and the required rate of return is 21%, what is the minimum expected ending value of the stock that makes it a profitable investment?
A. $742.40
B. $758.40
C. Not enough information
D. $725.40
E. $726.40
Answer: E
Explanation:
Explanation/Reference:
Explanation:
The dividend payout ratio is equal to one minus the retention rate (1 - 0.4 = 0.6). Expected dividends are equal to the dividend payout ratio multiplied by expected earnings (0.6 x 80 = $48). In order for a stock to be a good investment, its rate of return should be equal or greater than the required rate of return.The minimum ending value that would make the stock investment in this question profitable is given by the equation (P2 + D) / P1 = 1 + k, where P2 is the ending value, P1 is the beginning value, D is the expected dividend, and k is the required rate return. Rearranging this yield P2 = ((k + 1) x P1) - D In this question, the minimum ending value is (1.21 x 640) - 48 = $726.40.

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