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NEW QUESTION: 1
You have configured an Auto Scaling group in AWS to automatically scale the number of instances behind a load balancer based on the instances CPU utilization. The instances are configured using a Launch Configuration. You have observed that the Auto Scaling group doesn't successfully scale when you apply changes that require replacing the Launch Configuration. Why is this happening?
A. You need to configure an explicit dependency for the Launch Configuration using the depends_on meta-parameter.
B. You need to configure the Launch Configuration's create_before_destroy meta-parameter.
C. You need to configure the Auto Scaling group's create_before_destroy meta-parameter.
D. You need to configure an explicit dependency for the Auto Scaling group using the depends_on meta-parameter.
Answer: B
Explanation:
https://www.terraform.io/docs/providers/aws/r/launch_configuration.html#using-withautoscaling-groups

NEW QUESTION: 2
従来のCisco NetFlowレコードは、通常、次の方法のどれを介してエクスポートされますか？
A. IPFIX records
B. TLS packets
C. UDP packets
D. HTTPS packets
Answer: C

NEW QUESTION: 3
Which of the following statements is true:
I. The maximum value of the delta of a call option can be infinity
II. The value of theta for a deep out of the money call approaches zero III. The vega for a put option is negative IV. For a at the money cash-or-nothing digital option, gamma approaches zero
A. II only
B. I and IV
C. II and III
D. III only
Answer: A
Explanation:
Explanation
The maximum value for delta of a call option is 1 and not infinity. The value of theta for a deep out of the money call option does indeed approach zero as the value of the option is hardly affected by the passage of time. Vega measures the sensitivity of option prices to the volatility of the underlying, an increase in vega increases the price of the option regardless of whether it is a call option or a put option. (Vega is identical and positive for both calls and puts). Gamma changes very rapidly and reaches its maximum (& not zero) close to the strike price, including for a digital option. Therefore statement II is true and the rest are incorrect.