Base case, a shortfall of 41,649; stressed cases, up to 196,200. This GF550 Unit 3 needs and gap projection shows every assumption that moves the figure between them. Searches like "gf 550 unit 3 assignment example", "gf550 unit 3 sample" and "gf550 unit 3 example" land here.
What a finished GF550 Unit 3 needs and gap projection looks like
A projection paper of about five pages with an assumptions block, a worked calculation and a stress table. The block lists spending need of 84,000 a year in today's dollars, benefit and pension income estimated at [41,000], inflation at 2.5 percent, nine years to retirement, a 6 percent return while saving, 5 percent once withdrawals begin, and a horizon to age 95. The net need of 43,000 grows to 53,701 by the first retirement year. Funding thirty years of withdrawals rising with inflation, each taken at the start of a year, requires 1,160,811. Current savings of 540,000 grow to 912,319, and continued contributions of 18,000 a year add 206,844, leaving a gap of 41,649, closed by saving about 3,624 more each year. The stress table follows.
How a GF550 Unit 3 example is structured
The paper moves in the order the arithmetic depends on itself, and each step carries its formula, its inputs and its result. The assumptions block comes first and is referred to by line number throughout, so a reader can change one input and follow the effect. Need is converted to a net figure after guaranteed income, then inflated to the retirement date. The capital required is computed as the present value of a growing stream of withdrawals over the planning horizon, with the timing convention stated. Accumulation is split into what existing balances become and what future contributions add. The gap and the extra saving that closes it follow. The stress section then changes one assumption at a time, a horizon to 100, a 4 percent return in retirement, a 5 percent return while saving, and reports each new gap.
Assumptions numbered and sourced
Each input carries a line number and a reason, the inflation rate from a long-run average and the returns from a stated asset mix, so disputes can be specific.
Net need, then inflated
Guaranteed income is subtracted first, leaving 43,000 in today's dollars, which nine years at 2.5 percent carries to 53,701 in the first retirement year.
Capital for thirty rising withdrawals
A growing annuity, first payment at the start of the year, prices the income stream at 1,160,811, with the formula shown before the figure.
Savings split in two
Existing balances and future contributions are grown separately, 912,319 and 206,844, so the reader sees how much of the plan rests on money not yet saved.
The gap under stress
Living to 100 raises the shortfall to 165,903, and a 4 percent return in retirement lifts it to 196,200, dwarfing the base case.
Where marks go in GF550 Unit 3
Projection papers lose most when the assumptions never appear together, since two inputs, the expected return and the inflation rate, largely settle the gap, and a grader unable to locate them has nothing to test. Mixing real and nominal figures costs nearly as much: spending stated in today's dollars set against balances grown in nominal terms understates the need by a wide margin. Stopping the horizon at the average age of death, rather than a later planning age with a stated reason, draws comment in most sections. Treating benefit income as a fixed dollar amount, without saying whether it is in today's or future dollars, blurs the net need. A single gap figure with no stress test hides how fragile it is, and here the base shortfall is small enough to mislead on its own.
Get a GF550 Unit 3 example written to your instructions
Household facts from the GF550 Unit 3 case and whatever assumptions your instructor fixed come first, then the rubric and a note on whether a spreadsheet should travel with the paper. Every input sits in one numbered block open to challenge, and the gap is stress-tested one assumption at a time. No charge for the first custom sample, and turnaround usually runs 24-48h.
GF550 Unit 3 questions, answered
Should spending be projected in real or nominal terms?
Either works if it is consistent. The sample states need in today's dollars, inflates it to the retirement date, and then discounts withdrawals at a nominal return while growing them with inflation, which keeps every figure in the same terms. Mixing the two, today's spending against nominal balances, ranks among the errors graders flag most often in this unit.
What planning age is defensible?
One later than average life expectancy, with a reason. The sample uses 95 for the base case and tests 100, because the longer-lived of two spouses typically outlasts either individual's average. Your instructor may specify an age; if not, stating the choice and showing what a longer horizon does to the gap is what most rubrics reward.
Is a small gap good news?
Only if it survives stress. The sample's base shortfall is 41,649, easily closed, but a lower return in retirement or a longer life raises it roughly four- to fivefold. Reporting the base figure alone would suggest the couple is nearly ready. The stress table is what tells the reader how much confidence the base figure deserves.