XX Global Health Plan has multiple options attached.
* Option i: XX Annual Health Insurance
* Option 2: Monthly Health Insurance
The plan cycle starts every year from April 1 to March 31. An employee opted for this plan on July 1, 2015 and his employment service was terminated on Oct 25, 2015- Business wants to trigger a Termination life event on the 12th of the termination month for the employee, irrespective of the actual termination date, for payroll reasons.
Which is the correct configuration for the Life event - Termination?

• A. Configure Termination as a Life event under the Enrollment tab of XX Global Health Plan with
  "Formula" as the enrollment period start date, attaching a customized Enrollment Opportunity type formula.
• B. Configure Termination as a Life event under the Enrollment tab of XX Global Health Plan, with "As of event date" as the enrollment period start date.
• C. Configure Termination as a Life event under the Enrollment tab of XX Global Health Plan with
  "Formula" as the enrollment period start date, attaching a customized Enrollment period start date type formula.
• D. Configure Termination as a Life event under the Enrollment tab of XX Global Health Plan with
  "Number of Days from the event" as the enrollment period start date and the number field as 15.
• E. Configure Termination as a Life event under the Enrollment tab of XX Global Health Plan with "Mid of the month" as the enrollment period start date.

A benefits consultant implemented a plan for life insurance with the following options:
1. Option 1: Employee only
2. Option 2: Employee plus spouse
The company wants the plan to be rolled out to all the employees. Therefore, the benefits consultant enabled the Assign on Default button for Option 1.They forgot that some employees may not want to enroll into the plan even though they are eligible.
Where did the benefits consultant go wrong with the implementation?

• A. They should have created an Option 3: Coverage Declined.
• B. They should have enabled a plan restriction fast formula.
• C. They should have configured an eligibility fast formula
• D. They should not have enabled the Assign on Default button for the options.

Your customer does NOT want the system to detect temporal events whenever a marriage life event is detected and processed by the application.
How do you accomplish this requirement?

• A. On the life event creation page, select "Do not detect past or future temporal events" as the Temporal Detection Rule.
• B. On the life event creation page, select "Never detect Past or future temporal events" as the Temporal Detection Rule.
• C. On the life event creation page, select "Do not detect past temporal events" as the Temporal Detection Rule.
• D. On the life event creation page, select "Never detect this temporal life event" as the Temporal Detection Rule.
• E. On the life event creation page, select "Do not detect future temporal events" as the Temporal Detection Rule.

Your customer wants to create a new XX BeWell Medical Plan for the upcoming plan year 2018. What two steps must you perform as an administrator to stop existing participant enrollments and prevent new enrollments?

• A. Edit the new plan with session effective date as January 1 of the upcoming plan year 2018, and the status as Active.
• B. Edit the new plan with session effective date as January of the current plan year 2017, and the status as Active.
• C. Create the new plan with session effective date as January 1 of the current year 2017, and the status as Pending.
• D. Create the new plan with session effective date as January 1 of the current year 2017. and the status as Active,
• E. Edit the new plan with session effective date as January l of the upcoming plan year 7018, and the status as Pending.

A company offers its employees a choice of four plans within a health insurance plan type. However, the company wants to compulsorily enroll an employee into one plan.
What must the minimum and maximum plan limit be set at Plan Type level?

• A. Min = 1, Max - 1
• B. Min = 0, Max = 0
• C. Min = 0, Max = 1
• D. Min = 1, Max = 2