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Retirement Planning

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Why Retirement Planning Starts Now

Key idea

First rule of retirement investing


Retirement Planning Is Your Responsibility

What retirement changes

Modern reality

Income replacement guideline


Social Security (Lecture Highlights)

How it’s funded


Estimating Your Retirement Savings Goal (Nest Egg)

Retirement nest egg

High-level steps (worksheet logic)

  1. Estimate annual income needed in retirement (today’s dollars).
  2. Estimate annual income from Social Security + pensions (today’s dollars).
  3. Compute annual shortfall that must come from your savings/investments.
  4. Convert annual shortfall into a lump sum needed at retirement (PV of an annuity).
  5. Subtract the future value of current retirement savings.
  6. Convert remaining gap into required annual (or monthly) saving.

Illustration (Erik Example Logic)

Given (lecture story):

Nest egg math (lecture results):


Employer Plans and Advice

Employer-sponsored plans

Using advice


Living in Retirement Without Running Out of Money

The 3 drivers of “how long will my money last?”

  1. Nest egg size
  2. Rate of return earned
  3. Amount withdrawn each year

Withdrawal calculation (PV annuity idea)

If you want a nest egg PV to last t years at return r, annual withdrawal PMT is:

PMT = PV ÷ PVA factor(r, t)

Lecture example:


Annuities (Lecture Idea)

What it does


Key Terms & Definitions

Term Definition
Retirement nest egg Total savings/investments needed at retirement
Income replacement rate % of pre-retirement income needed in retirement
Rebalancing Adjusting portfolio mix (often safer as retirement nears)
Withdrawal plan Systematic withdrawals from retirement assets
Annuity Contract exchanging lump sum for scheduled payments

Exam Tips


Practice Problems

Problem 1: Income shortfall

You want $48,000/year in retirement (today’s dollars). Social Security + pension is $30,000/year.
Find: shortfall.

Solution: 48,000 – 30,000 = 18,000 per year.

Problem 2: Withdrawal amount (given factor)

Nest egg is $400,000. If the PVA factor is 12.5, what annual withdrawal does this support?
Solution: 400,000 ÷ 12.5 = 32,000 per year.


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