Example 1.(a) Employer X maintains a defined benefit plan with a calendar plan year. The plan formula provides an employee with a normal retirement benefit at age 65 of one percent of average annual compensation up to covered compensation multiplied by the employee's years of service for Employer X, plus 1.5 percent of average annual compensation in excess of covered compensation, multiplied by the employee's years of service for Employer X up to 40.
(b) For plan years beginning after 1994, Employer X amends the plan formula to provide a normal retirement benefit of 0.75 percent of average annual compensation up to covered compensation multiplied by the employee's total years of service for Employer X up to 35, plus 1.4 percent of average annual compensation in excess of covered compensation multiplied by the employee's years of service for Employer X up to 35. For plan years after 1994, each employee's accrued benefit is determined under the fresh-start formula in paragraph (c)(4)(iii) of this section (formula with extended wear-away), using December 31, 1994, as the fresh-start date.
(c) As of December 31, 1994, Employee M has 10 years of service for Employer X, has average annual compensation of $38,000, and has covered compensation of $30,000. Employee M's accrued benefit as of December 31, 1994, is therefore $4,200 ((1 percent × $30,000 × 10 years) + (1.5 percent × $8,000 × 10 years)). As of December 31, 1995, Employee M has 11 years of service for Employer X, has average annual compensation of $40,000 (determined by taking into account compensation before and after the fresh-start date), and has covered compensation of $32,000. Employee M's accrued benefit as of December 31, 1995, is $4,552, the greater of—
(1) $4,552, the sum of Employee M's accrued benefit frozen as of December 31, 1994, ($4,200) and the amended formula applied to Employee M's years of service after 1994 ((0.75 percent × $32,000 × 1 year) + (1.4 percent × $8,000 × 1 year), or $352); or
(2) $3,872, the amended formula applied to Employee M's total years of service ((0.75 percent × $32,000 × 11 years) + (1.4 percent × $8,000 × 11 years)).