Pete Brown and June Smith are two people who don't know each other. They both retired today, aged 65. Both are living alone and have each accumulated $100,000 worth of savings and investments. Both receive New Zealand Super as a regular income. Pete also has an employer super scheme, which he has chosen to receive as a pension. He will get $320 per week for the rest of his life.
June intends to continue working in her job on a part-time basis for the next five years. This provides her with $100 per week after tax. Both Pete and June own their own homes.
Pete knows that the average life expectancy of a 65 year-old New Zealand male is 82 - he can expect to have 17 years from now. The average life expectancy of a 65 year-old female is 85 - June can expect to have 20 years from now.
Pete and June can use their savings and investments to provide them with extra income, over and above New Zealand Super, Pete's pension and June's part-time work. They chose to apply their nest egg of $100,000 to each option below to see how much they can afford to spend each year from now. The comparison shows that putting all their nest egg into option 1 does little to supplement their income. Dividing their nest egg between option 1 and options 2 or 4 may suit them better.
| Option 1: Spend investment earnings only (preserve nest egg) | |
| Option 2: Spend all, but spend the same amount each year (nest egg + earnings) | |
| Option 3: Spend some for a number of years | |
| Option 4: Spend all, but spend less each year (nest egg + earnings) |
The calculators assume a return of 2% per year after tax, fees and allowing for inflation at 2% (equivalent to around a 6.5% gross return over the long-term).
Any money that Pete and June have invested in their homes is additional to the $100,000 nest egg they have accumulated. They can spend this as they choose, when they sell their final home.
Spend investment earnings only (interest, dividends, etc only but preserve their $100,000 nest egg).
Under this option both Pete and June would have $1,961 after tax to spend each year for the next 17 years and 20 years respectively. This allows for inflation of 2%, which means the spending power of this amount doesn't change. When they die they will both still have $100,000 worth of savings and investments in today's money to pass on through their wills.
Advantages
Disadvantages
Spend all, but spend the same amount each year (interest, dividends, etc plus their $100,000 nest egg)
Under this option Pete can spend around $6,860 each year from now for 17 years and June can spend around $5,996 each year from now for 20 years. Pete is prepared to live off New Zealand Super and his pension if he lives longer than expected (82 years). His view is that his activities will be reduced and living costs will be lower.
June, however, knows her family tend to live long healthy lives. She believes she is likely to live until she is 90, not 85 as expected. Given this, June can now spend around $5,022 each year.
Under this option Pete and June will have spent their entire $100,000 nest egg by the end of their expected lifetimes.
Comment
Pete and June should review their strategy regularly, every couple of years, to allow for any likelihood of living longer than expected.
Advantages
Disadvantages
If outliving your nest egg is a concern, the following suggestions would offer a greater sense of security:
Spend some for a number of years - (interest, dividends, etc plus some of their $100,000 nest egg)
Pete decides he is going to spend $10,000 every year for the next 10 years. After that he will have $10,212 in today's money to spend over the remaining 7 years given that he lives to 82 years as expected.
June decides to spend $7,000 every year for the next 14 years. June will then have $17,894 left to cover her last 6 years / 11 years if she lives to age 85 years / 90 years. Both Pete and June will apply 'what's left' to either option 2 or option 4.
Comment
The calculations assume that the $10,000 and $7,000 annual figures are adjusted each year for inflation, which is taken as 2% per annum. That means the spending power of the amount used stays the same.
Advantages
Disadvantages
If outliving your nest egg is a concern, the following suggestions would offer a greater sense of security:
Spend all, but spend less each year (interest, dividends, etc plus their $100,000 nest egg)
Pete and June decide they are going to spend all of their nest egg but choose to spend 5% less each year - that is, each year they have 5% less to spend than the year before. This way they have more to spend in their 'younger' retired years but less in their 'later' retired years.
Once again, as Pete and June move through their retired years, they review their strategy and spending regularly. They know that the older they get, statistically speaking, the longer they are likely to live. They need to allow for this.
Pete's income stream at 5 yearly intervals, reducing by 5% each year is:
| Year from now | 1st | 5th | 10th | 15th | 16th |
| $ | $9,784 | $7,969 | $6,167 | $4,772 | $4,306 |
June's income stream at 5 yearly intervals, reducing by 5% each year, if she lives to 85, is:
| Year from now | 1st | 5th | 10th | 15th | 20th |
| $ | $9,045 | $7,367 | $5,700 | $4,411 | $3,413 |
June's income stream at 5 yearly intervals, reducing by 5% each year, if she lives to 90, is:
| Year from now | 1st | 5th | 10th | 15th | 20th | 25th |
| $ | $8,259 | $6,727 | $5,205 | $4,028 | $3,117 | $2,412 |
Comment
This approach is similar to option 2 but, instead of Pete and June spending at a constant level, their spending is gradually reducing.
Advantages
Disadvantages
If outliving your nest egg is a concern, the following suggestions would offer a greater sense of security:
| Nest egg | $100,000 |
| New Zealand Super (p.a., after tax) | $12,952 |
| Part-time work (p.a.) | $0 |
| Employment pension (p.a., tax-free) | $16,640 |
| Years from now | 17 |
| Pete can expect to live to | 82 |
| Probability of living longer than expected | 50% |
|
| $1,961 per year for the rest of Pete's life. He will have $100,000 in today's money remaining. |
|
| $6,860 per year for the 17 years Pete expects to live from now. He will have $0 remaining. |
|
| If Pete spends $10,000 per year for the next 10 years, he will have $10,212 of his nest egg left over. At the end of this 10 years, he can expect to have 7 years left to live from now, given that he lives to 82 as expected. |
|
| Year from now | 1st | 5th | 10th | 15th | 16th |
| Amount available to spend | $9,784 | $7,969 | $6,167 | $4,772 | $4,306 |
June Smith's results
| Nest egg | $100,000 |
| New Zealand Super (p.a.) | $12,952 |
| Part-time work (p.a.) | $5,200 |
| Employment pension (p.a.) | $0 |
| Years from now | 20 / 25 |
| June can expect to live to | 85 / 90 |
| Probability of living longer than expected | 53% / 30% |
|
| $1,961 per year for the rest of June's life. She will have $100,000 remaining. |
|
| $5,996 per year for the 20 years (to 85 yrs) June expects to live from now. She will have $0 remaining. |
| $5,022 per year for the 25 years (to 90 yrs) June expects to live from now. She will have $0 remaining. |
|
| If June spends $7,000 per year for the next 14 years, she will have $17,894 of her nest egg left over. At the end of this 14 years, she can expect to have 6 years / 11 years left to live, if she lives to 85 years / 90 years as expected. |
|
| Year from now | 1st | 5th | 10th | 15th | 20th |
| Amount available to spend | $9,045 | $7,367 | $5,700 | $4,411 | $3,413 |
|
| Year from now | 1st | 5th | 10th | 15th | 20th | 25th |
| Amount available to spend | $8,259 | $6,727 | $5,205 | $4,028 | $3,117 | $2,412 |