Private Wealth Pathway · Preserving the Wealth

Lifetime Gifts versus Bequests for CFA Level III

Updated 8 October 2026 · Fact-checked

Lifetime gifts versus bequests compares giving assets now with leaving them at death. You compute the after-tax value to the recipient under each option, using the gift's growth, the tax rates and the tax treatment of each route. Choose the option with the higher after-tax value, then check the client's constraints.

Understand Lifetime Gifts versus Bequests

A client who wants to pass wealth to heirs has two timing choices. She can give assets during life (a lifetime gift) or keep them and pass them at death (a bequest). The question is which route leaves more after-tax wealth for the recipient.

The answer depends on three things: how fast the asset grows, the tax rate on transfers, and whether the tax is paid from inside or outside the transferred amount. Taxes can be charged on the gift (a gift tax), on the estate (an estate tax), or on both.

A tax-free gift is one that falls within an exemption or allowance, so no gift tax is due. A taxable gift uses up exemption or triggers tax. A deferred gift is a transfer that takes effect later, so the tax payment and the transfer are pushed into the future. Always read the vignette for which version applies.

The key insight is growth. If you gift now, future growth happens in the recipient's hands and is usually outside the donor's estate. If you wait, the growth stays in the donor's estate and is taxed at death. So when the asset is expected to grow, gifting now usually gives a larger after-tax amount, all else equal.

The tax-exclusive versus tax-inclusive point matters. If the gift tax is deducted from the gift, the donor's outlay equals the amount she starts with (tax-inclusive). If the donor pays the gift tax on top of the gift, her outlay is the gift plus the tax (tax-exclusive), and that tax money leaves her estate, which can lower the estate tax base. Under a bequest, estate tax is paid out of the estate itself. Many exam questions test this difference.

A gift is not always better. The donor loses control and access to the asset, and some jurisdictions tax the recipient or carry over the donor's cost basis. The final recommendation must fit the client's liquidity needs and objectives. Keep that in mind when you write your answer.

Key rules to remember

After-tax value of a bequest: FV of bequest = V0 × (1 + r)^n × (1 − t_e); V0 is today's value, r is the annual growth rate, n is years until death, t_e is the estate tax rate. Assumes the whole asset is taxed at death.
Gift with tax deducted from the gift (tax-inclusive): FV of gift = V0 × (1 − t_g) × (1 + r)^n; t_g is the gift tax rate, taken out of the amount given, so the donor's outlay is V0. Use t_g = 0 for a tax-free gift. Assumes growth is not taxed again at the donor's death.
Gift with tax paid by the donor on top (tax-exclusive): Cost to donor = G × (1 + t_g); for equal outlay V0, G = V0 ÷ (1 + t_g); recipient gets G × (1 + r)^n; The donor funds G plus the tax. The tax paid leaves her estate. To compare with a bequest, set her total outlay equal to V0 and solve for G.
Decision rule: Gift now is better if FV of gift > FV of bequest; Compare like with like: the same starting cost to the donor, and the same horizon.
Break-even comparison: Gift better if (1 − t_g) > (1 − t_e), i.e. t_g < t_e, when growth is untaxed in the gift route; Valid for a gift with tax deducted from the gift. For a tax-exclusive gift with equal outlay, compare 1 ÷ (1 + t_g) with (1 − t_e) instead.

How to solve Lifetime Gifts versus Bequests questions

Use the same short routine for every gift versus bequest question. Write each step so a marker can follow the numbers.

1Read the vignette and list the facts: asset value, growth rate, years to death, gift tax rate, estate tax rate, any exemption.
2Decide whether the gift is tax-free, taxable, or deferred, and who pays any gift tax. Note whether the tax is deducted from the gift or paid on top.
3Compute the recipient's after-tax amount if the gift is made now.
4Compute the recipient's after-tax amount if the asset is held and bequeathed at death.
5Make sure both routes use the same cost to the donor and the same time horizon. If the donor pays tax on top, reduce the gift to G = V0 ÷ (1 + t_g).
6Compare the two values and state which is higher, with the difference.
7Add one line tying the choice to the client's needs, such as liquidity, control or need for the asset.
8Check the command word: calculate means show the number; recommend or justify means give the choice and the reason.

Quickest way: Growth-and-tax shortcut

When to use it: Use when growth is positive and you only need to rank the two options. It works when the gift is tax-free or the gift tax is deducted from the gift (same donor outlay in both routes). If the donor pays the tax on top, use the tax-exclusive version in the last step.

Find the growth factor (1 + r)^n once.
Gift route (tax deducted from the gift): multiply the factor by (1 − t_g).
Bequest route: multiply the factor by (1 − t_e).
Higher multiplier wins. The growth factor is common to both, so you only compare (1 − t_g) with (1 − t_e), which means the gift wins when t_g < t_e.
If the donor pays the gift tax on top, compare 1 ÷ (1 + t_g) with (1 − t_e) instead. Do not use (1 − t_g) here.
Do the full calculation only if the question asks for the amounts.

Common mistakes in Lifetime Gifts versus Bequests

Taxing the growth in the gift route as if it stayed in the donor's estate.
Students apply the estate tax to the final value out of habit.
Fix: Ask where the growth happens. After a completed gift it belongs to the recipient, unless the question says otherwise.
Comparing options with different costs to the donor.
A gift with tax paid on top costs more than the gift amount.
Fix: Set the donor's total outlay equal in both routes before comparing.
Using the (1 − t_g) versus (1 − t_e) shortcut when the donor pays the gift tax on top.
The shortcut assumes the tax comes out of the gift. With tax on top, the donor's outlay is G × (1 + t_g), so the outlays are not equal.
Fix: For a tax-exclusive gift, compare 1 ÷ (1 + t_g) with (1 − t_e), or compute both amounts in full.
Ignoring the gift tax when the gift is not tax-free.
Students remember that gifting beats waiting and skip the tax step.
Fix: Check for an exemption first. Apply t_g only to the taxable part.
Using the wrong number of years.
Students use the gift date instead of the expected date of death for the bequest.
Fix: Mark the time line: gift now, death at year n. Growth runs for n years in both routes.
Recommending a gift without checking the client's own needs.
The numbers favour the gift, so students stop there.
Fix: Add one sentence on liquidity, loss of control and the client's retirement needs.

Worked examples

Example 1

A client holds an asset worth 2,000,000 that grows at 6% a year. She expects to die in 10 years. Estate tax is 40%. A gift made now is tax-free. Compare the after-tax amount the heir receives under each option.

Show the solution

Growth factor: 1.06^10 = 1.7908.
Gift now (tax-free): 2,000,000 × 1.7908 = 3,581,696, and the growth sits outside her estate.
Bequest: 2,000,000 × 1.7908 = 3,581,696 before tax. Estate tax at 40% is 1,432,678.
After-tax bequest: 3,581,696 × 0.60 = 2,149,018.
Difference: 3,581,696 − 2,149,018 = 1,432,678 in favour of the gift.

Answer: The gift gives the heir about 3,581,696 against about 2,149,018 from the bequest. The tax-free gift is better by about 1,432,678.

Example 2

A client can give 1,000,000 now with a 20% gift tax deducted from the gift, or keep it and bequeath it. The asset grows at 5% for 8 years. Estate tax is 40%. Which route leaves the heir more?

Show the solution

Growth factor: 1.05^8 = 1.4775.
Gift route: 1,000,000 × (1 − 0.20) = 800,000 after gift tax.
Grow the gift: 800,000 × 1.4775 = 1,182,000.
Bequest route: 1,000,000 × 1.4775 = 1,477,500 before tax.
After 40% estate tax: 1,477,500 × 0.60 = 886,500.
Compare: 1,182,000 > 886,500.

Answer: The gift leaves the heir about 1,182,000 against about 886,500 from the bequest. Gift now is better by about 295,500, subject to the client not needing the asset herself.

Example 3

A client has 1,000,000 available. In the gift route she pays a 20% gift tax on top of the gift, so her total outlay is the gift plus the tax, and that outlay must equal 1,000,000. Otherwise she keeps the 1,000,000 and bequeaths it. The asset grows at 5% for 8 years. Estate tax is 40%. Which route leaves the heir more?

Show the solution

Growth factor: 1.05^8 = 1.4775.
Set outlay equal: G × (1 + 0.20) = 1,000,000, so G = 1,000,000 ÷ 1.20 = 833,333. The gift tax is about 166,667.
Grow the gift: 833,333 × 1.4775 = 1,231,250.
Bequest route: 1,000,000 × 1.4775 = 1,477,500 before tax. After 40% estate tax: 1,477,500 × 0.60 = 886,500.
Check with the shortcut: 1 ÷ 1.20 = 0.8333 is greater than 1 − 0.40 = 0.60, so the gift wins.
Difference: 1,231,250 − 886,500 = 344,750.

Answer: The tax-exclusive gift leaves the heir about 1,231,250 against about 886,500 from the bequest. Gift now is better by about 344,750, subject to the client not needing the asset herself.

Exam tips

Write the gift and bequest amounts side by side with clear labels. A correct number alone earns credit in a calculation, but labelled working helps if the question wants a justification.
For a recommend question, state the choice first, then give one reason from the numbers and one from the client's constraints.
Read carefully for who pays the gift tax and whether the gift is tax-free. Small wording changes alter the answer.
If the donor pays the gift tax on top, cut the gift to V0 ÷ (1 + t_g) before comparing. Do not reuse the (1 − t_g) shortcut.
If growth is zero or negative, do not assume gifting wins. Recompute and compare.
Match the number of responses asked for. Only that number is marked, in the order given.

Lifetime Gifts versus Bequests: frequently asked questions

Is a lifetime gift always better than a bequest?

No. A gift usually wins when the asset grows and the gift tax is low or nil, because growth moves out of the estate. But the donor loses control and access to the asset, and tax rules differ by country. Check the client's needs before recommending.

What is a tax-free gift in this topic?

It is a gift covered by an exemption or allowance, so no gift tax is due. The full amount moves to the recipient and its later growth is outside the donor's estate.

How do I compare gift tax with estate tax?

Put both routes on the same cost to the donor and the same time horizon. Then compare the after-tax value each leaves the recipient. The question will tell you the rates and who pays.

Why does growth matter so much?

Growth after a gift belongs to the recipient and is usually not taxed in the donor's estate. Under a bequest, all growth to death is in the estate and is taxed. The faster the growth, the stronger the case for gifting.