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NEW QUESTION: 1
Scenario: A Citrix Architect needs to design a single-Site XenApp and XenDesktop environment. Through earlier design discussions, the architect has determined the environment details listed in the Exhibit.
Click the Exhibit button to view the details.
Valid C_S4PPM_2021 Exam Camp
Which SQL server baseline specifications will provide acceptable performance and stability while avoiding unnecessary over-provisioning of resources?
A. 8 CPU cores, 16 GB of RAM, 10 GB database storage
B. 4 CPU cores, 8 GB of RAM, 100 GB database storage
C. 2 CPU cores, 4 GB of RAM, 100 GB database storage
D. 8 CPU cores, 16 GB of RAM, 100 GB database storage
E. 2 CPU cores, 4 GB of RAM, 10 GB database storage
F. 4 CPU cores, 8 GB of RAM, 10 GB database storage
Answer: B

NEW QUESTION: 2
The nurse provides a postoperative client with an analgesic medication and darkens the room before the client goes to sleep for the night. The nurse's actions:
A. help the client's circadian rhythm.
B. decrease stimuli from the cerebral cortex.
C. stimulate hormonal changes in the brain.
D. alert the hypothalamus in the brain.
Answer: B
Explanation:
Reduction of environmental stimuli (particularly light and noise) from the cerebral cortex (which can be an area of arousal) facilitates sleep. Sleep occurs when there is a decreased input into this area.Basic Care and Comfort

NEW QUESTION: 3
블랙 스쿨 옵션 가격 모델의 기본 공식은 기본적으로 최종 주가의 예상 현재 가치와 행사 가격의 현재 가치 사이의 차이입니다.
Valid C_S4PPM_2021 Exam Camp
기업은 Black-Scholes Option Pricing Model을 사용하여 비 배당 주식에 작성된 통화 옵션의 가격을 책정하려고 합니다. 현재 주가는 US $ 50이고 운동 가격은 US $ 48입니다. 무위험 이자율은 5.0 %이고 옵션은 1 년 후에 만료되며 최종 주가와 행사 가격의 현재 가치를 계산하는 데 사용되는 누적 확률은 각각 65와 58입니다. et-n)의 값이 .9512 인 경우 호출 옵션의 현재 값은 다음과 같습니다.
A. US $ 4.66
B. US $ 2.00 답변
C. US $ 4.02
D. US $ 6.02
Answer: D
Explanation:
C is the current value of a call option with time t in years until expiration, S is the current stock price. N di is the cumulative probability that ai deviation less than di will occur in a standardized normal distribution [N di) is an area to the left of d under the curve for the standard normal distribution], E is the call's exercise price. e is a constant approximately 2.7183), and r is the annualized continuous risk-free rate of return. Thus, the value of the call is:
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