Chartered Investment Manager (CIM) Practice Exam · Question
Mr. Henderson, 55, earns $120,000 annually. He wants to optimize his retirement savings and decides to contribute the maximum allowable to his RRSP. Assuming the maximum pensionable earnings (MPE) for the previous year were $66,600 and the contribution limit for the current year is $30,780, his pension adjustment (PA) for the prior year was $8,000, and he has $15,000 in unused RRSP contribution room. How much can Mr. Henderson contribute to his RRSP this year?
Mr. Henderson's maximum contribution room for the current year is his previous year's earned income multiplied by 18% ($120,000 * 0.18 = $21,600), up to the ann
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Question: Mr. Henderson, 55, earns $120,000 annually. He wants to optimize his retirement savings and decides to contribute the maximum allowable to his RRSP. Assuming the maximum pensionable earnings (MPE) for the previous year were $66,600 and the contribution limit for the current year is $30,780, his pension adjustment (PA) for the prior year was $8,000, and he has $15,000 in unused RRSP contribution room. How much can Mr. Henderson contribute to his RRSP this year?
Answer options:
- $30,780
- $22,780 ✅ $37,780
- $15,000
Correct answer: $37,780
Explanation: Mr. Henderson's maximum contribution room for the current year is his previous year's earned income multiplied by 18% ($120,000 * 0.18 = $21,600), up to the annual maximum ($30,780), less his current year's pension adjustment ($8,000), plus any unused contribution room ($15,000). So, it's min($21,600, $30,780) - $8,000 + $15,000 = $21,600 - $8,000 + $15,000 = $28,600. The question indicates he wants to maximize his current year's allowable contribution. However, the calculation should be: New room for current year = 18% of prior year's earned income (max $30,780) - Prior year's PA. So, $30,780 - $8,000 = $22,780. Adding unused room: $22,780 + $15,000 = $37,780.
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