How Much Interest Does $1,000 Earn?
How do you calculate interest earned on a savings account? It's actually pretty simple. Find out how much interest $1000 will earn in a year.
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How much interest will I get on $1,000 a year in a savings account?
If your savings account has an interest rate of 1%, you can earn $10 in interest for one year.
Reduce that interest rate to the national average of 0.07% and you would see $0.70 in interest for the year. You can't even buy a cup of coffee for that. Fortunately, some banks offer higher interest rates.
CIT Bank Money Market Account - 0.45% APY
- 0.45% APY
- $100 minimum opening deposit
- No monthly maintenance fee
- FDIC insured
How Much Interest You Will Earn on $1,000
Here is a table of how much interest $1,000 will earn in 1, 10, and 20 years at different interest rates:
| Rate | 1 Year | 10 Years | 20 Years |
|---|---|---|---|
| 0.00% | $1,000 | $1,000 | $1,000 |
| 0.25% | $1,003 | $1,025 | $1,051 |
| 0.50% | $1,005 | $1,051 | $1,105 |
| 0.75% | $1,008 | $1,078 | $1,161 |
| 1.00% | $1,010 | $1,105 | $1,220 |
| 1.25% | $1,013 | $1,132 | $1,282 |
| 1.50% | $1,015 | $1,161 | $1,347 |
| 1.75% | $1,018 | $1,189 | $1,415 |
| 2.00% | $1,020 | $1,219 | $1,486 |
| 2.25% | $1,023 | $1,249 | $1,561 |
| 2.50% | $1,025 | $1,280 | $1,639 |
| 2.75% | $1,028 | $1,312 | $1,720 |
| 3.00% | $1,030 | $1,344 | $1,806 |
| 3.25% | $1,033 | $1,377 | $1,896 |
| 3.50% | $1,035 | $1,411 | $1,990 |
| 3.75% | $1,038 | $1,445 | $2,088 |
| 4.00% | $1,040 | $1,480 | $2,191 |
| 4.25% | $1,043 | $1,516 | $2,299 |
| 4.50% | $1,045 | $1,553 | $2,412 |
| 4.75% | $1,048 | $1,591 | $2,530 |
| 5.00% | $1,050 | $1,629 | $2,653 |
| 5.25% | $1,053 | $1,668 | $2,783 |
| 5.50% | $1,055 | $1,708 | $2,918 |
| 5.75% | $1,058 | $1,749 | $3,059 |
| 6.00% | $1,060 | $1,791 | $3,207 |
| 6.25% | $1,063 | $1,834 | $3,362 |
| 6.50% | $1,065 | $1,877 | $3,524 |
| 6.75% | $1,068 | $1,922 | $3,693 |
| 7.00% | $1,070 | $1,967 | $3,870 |
| 7.25% | $1,073 | $2,014 | $4,055 |
| 7.50% | $1,075 | $2,061 | $4,248 |
| 7.75% | $1,078 | $2,109 | $4,450 |
| 8.00% | $1,080 | $2,159 | $4,661 |
| 8.25% | $1,083 | $2,209 | $4,882 |
| 8.50% | $1,085 | $2,261 | $5,112 |
| 8.75% | $1,088 | $2,314 | $5,353 |
| 9.00% | $1,090 | $2,367 | $5,604 |
| 9.25% | $1,093 | $2,422 | $5,867 |
| 9.50% | $1,095 | $2,478 | $6,142 |
| 9.75% | $1,098 | $2,535 | $6,428 |
| 10.00% | $1,100 | $2,594 | $6,727 |
| 10.25% | $1,103 | $2,653 | $7,040 |
| 10.50% | $1,105 | $2,714 | $7,366 |
| 10.75% | $1,108 | $2,776 | $7,707 |
| 11.00% | $1,110 | $2,839 | $8,062 |
| 11.25% | $1,113 | $2,904 | $8,433 |
| 11.50% | $1,115 | $2,970 | $8,821 |
| 11.75% | $1,118 | $3,037 | $9,225 |
| 12.00% | $1,120 | $3,106 | $9,646 |
| 12.25% | $1,123 | $3,176 | $10,086 |
| 12.50% | $1,125 | $3,247 | $10,545 |
| 12.75% | $1,128 | $3,320 | $11,024 |
| 13.00% | $1,130 | $3,395 | $11,523 |
| 13.25% | $1,133 | $3,470 | $12,044 |
| 13.50% | $1,135 | $3,548 | $12,587 |
| 13.75% | $1,138 | $3,627 | $13,153 |
| 14.00% | $1,140 | $3,707 | $13,743 |
| 14.25% | $1,143 | $3,789 | $14,359 |
| 14.50% | $1,145 | $3,873 | $15,001 |
| 14.75% | $1,148 | $3,958 | $15,669 |
| 15.00% | $1,150 | $4,046 | $16,367 |
Interest on Savings Accounts
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Borrowing money comes at a cost: this is called interest. When the time comes to pay the money back, the interest is paid back in addition to the original amount that was borrowed.
When you deposit your money into a savings account, the bank is essentially borrowing your money. The bank then loans your money to borrowers and, in return, it pays you interest for letting it use your money.
How Is Interest Calculated?
The formula for calculating the interest you'll earn from a savings account is as follows:
I = P x R x T
Once you get a grasp of the following terms, it's simple to use:
- I = Interest. This is the amount of money paid to you by the bank.
- P = Principal. This represents the sum you deposited into your account.
- R = Rate. This is the annual interest rate offered by the bank.
- T = Time. Since we are considering an annual interest rate, time in this case is the number of years that has passed.
As an example, let's say that you deposit $1,000 into a savings account with an interest rate of 2.0%. If you wanted to figure out how much interest you will earn after one year, you would use the formula as follows:
I = $1,000 x 2% x 1 = $20
Your account balance at the end of the year would then be $1,020.
How Much Interest Does $10,000 Earn?
| Rate | 1 Year | 10 Years | 20 Years |
|---|---|---|---|
| 0.00% | $10,000 | $10,000 | $10,000 |
| 0.25% | $10,025 | $10,253 | $10,512 |
| 0.50% | $10,050 | $10,511 | $11,049 |
| 0.75% | $10,075 | $10,776 | $11,612 |
| 1.00% | $10,100 | $11,046 | $12,202 |
| 1.25% | $10,125 | $11,323 | $12,820 |
| 1.50% | $10,150 | $11,605 | $13,469 |
| 1.75% | $10,175 | $11,894 | $14,148 |
| 2.00% | $10,200 | $12,190 | $14,859 |
| 2.25% | $10,225 | $12,492 | $15,605 |
| 2.50% | $10,250 | $12,801 | $16,386 |
| 2.75% | $10,275 | $13,117 | $17,204 |
| 3.00% | $10,300 | $13,439 | $18,061 |
| 3.25% | $10,325 | $13,769 | $18,958 |
| 3.50% | $10,350 | $14,106 | $19,898 |
| 3.75% | $10,375 | $14,450 | $20,882 |
| 4.00% | $10,400 | $14,802 | $21,911 |
| 4.25% | $10,425 | $15,162 | $22,989 |
| 4.50% | $10,450 | $15,530 | $24,117 |
| 4.75% | $10,475 | $15,905 | $25,298 |
| 5.00% | $10,500 | $16,289 | $26,533 |
| 5.25% | $10,525 | $16,681 | $27,825 |
| 5.50% | $10,550 | $17,081 | $29,178 |
| 5.75% | $10,575 | $17,491 | $30,592 |
| 6.00% | $10,600 | $17,908 | $32,071 |
| 6.25% | $10,625 | $18,335 | $33,619 |
| 6.50% | $10,650 | $18,771 | $35,236 |
| 6.75% | $10,675 | $19,217 | $36,928 |
| 7.00% | $10,700 | $19,672 | $38,697 |
| 7.25% | $10,725 | $20,136 | $40,546 |
| 7.50% | $10,750 | $20,610 | $42,479 |
| 7.75% | $10,775 | $21,095 | $44,499 |
| 8.00% | $10,800 | $21,589 | $46,610 |
| 8.25% | $10,825 | $22,094 | $48,816 |
| 8.50% | $10,850 | $22,610 | $51,120 |
| 8.75% | $10,875 | $23,136 | $53,529 |
| 9.00% | $10,900 | $23,674 | $56,044 |
| 9.25% | $10,925 | $24,222 | $58,672 |
| 9.50% | $10,950 | $24,782 | $61,416 |
| 9.75% | $10,975 | $25,354 | $64,282 |
| 10.00% | $11,000 | $25,937 | $67,275 |
| 10.25% | $11,025 | $26,533 | $70,400 |
| 10.50% | $11,050 | $27,141 | $73,662 |
| 10.75% | $11,075 | $27,761 | $77,068 |
| 11.00% | $11,100 | $28,394 | $80,623 |
| 11.25% | $11,125 | $29,040 | $84,334 |
| 11.50% | $11,150 | $29,699 | $88,206 |
| 11.75% | $11,175 | $30,372 | $92,247 |
| 12.00% | $11,200 | $31,058 | $96,463 |
| 12.25% | $11,225 | $31,759 | $100,862 |
| 12.50% | $11,250 | $32,473 | $105,451 |
| 12.75% | $11,275 | $33,202 | $110,238 |
| 13.00% | $11,300 | $33,946 | $115,231 |
| 13.25% | $11,325 | $34,704 | $120,438 |
| 13.50% | $11,350 | $35,478 | $125,869 |
| 13.75% | $11,375 | $36,267 | $131,531 |
| 14.00% | $11,400 | $37,072 | $137,435 |
| 14.25% | $11,425 | $37,893 | $143,590 |
| 14.50% | $11,450 | $38,731 | $150,006 |
| 14.75% | $11,475 | $39,585 | $156,695 |
| 15.00% | $11,500 | $40,456 | $163,665 |
How Simple Interest Works
Put simply, simple interest is the interest paid on the principal you initially deposit. The above formula calculates simple interest.
Some specific accounts, like certificates of deposit (CDs) with specific brokers, pay a simple interest rate. However, when you're considering where to stash your money, consider an account that pays you in compound interest instead.
Below we discuss why compound interest is the way to go.
How Compound Interest Works
With most savings accounts, the interest you earn isn't just on the money you initially deposit. Most savings accounts use compound interest. Basically, you earn interest on the interest that you earned the previous month or day, in addition to the interest you earn on your principal.
For example, let's say you deposit $1,000 into your savings account in January and earn 1% in interest each month. By February, you'd have $1,010. In March, you'd then earn 1% on $1,010, giving you $1,010.10. The power of compounding interest is that the money grows at an exponential rate.
Ben Franklin's Compounding Interest Experiment
When Benjamin Franklin passed away, he famously left the city of Philadelphia and the city of Boston $4,400 each in his will. The money was placed in a trust that was required to sit idle for a period of time before it was utilized. Why? Franklin wanted to harness the power of compounding interest to maximize the funds before the cities could put it to good use.
By 1990, the value of those $4,400 investments had ballooned to $6.5 million!
When researching savings accounts, you may notice that banks list the annual percentage yield (APY). While similar to the interest rate, the APY is different in that it factors in compounding interest. The APY takes into consideration how often your bank compounds interest, whether it be quarterly, monthly, or even daily. The APY, therefore, gives you a more accurate idea of how much interest you will earn than just the flat interest rate.
Savings Accounts
As you might expect, one of the most important things to consider when choosing a savings account is the interest rate and APY. Some online-only banks offer interest rates 10x higher than the national average.
In addition to the interest rate, you'll also want to be mindful of any fees the bank charges and special features they offer. Below we've rounded up some of the best savings accounts available today.
CIT Bank Savings Connect - 0.50% APY
- Earn a competitive high yield savings rate with access and convenience features of an eChecking account.
- Earn up to 0.50% APY on Savings Connect and 0.25% APY on eChecking.
- Savings Connect is a tiered interest rate account dependent on the account holder opening a linked qualifying eChecking concurrently and makes periodic qualifying deposits.
- Base Tier: (0.42% APY, 0.399% Interest Rate) A minimum qualifying deposit of $200 is not deposited each month into the linked eChecking or the eChecking account is closed.
- Upper Tier: (0.50% APY, 0.499% Interest Rate) A qualifying deposit of $200 or more is deposited into the linked eChecking account each month.
- APY assumes a qualifying deposit of $200 or more is made to the linked eChecking account each month.
- Minimum of $100 for both the Savings Connect and eChecking to open ($200 total).
CIT Savings Builder - Earn 0.40% APY
Earn up to 0.40% APY. Here's how it works: Maintain a minimum balance of $25k OR make at least a $100 minimum deposit every month. Member FDIC
Online Savings Account - Earn 0.40% APY
- No fees
- No minimum opening deposit
- No minimum balance required
High Yield Savings - 0.61% APY
- 0.61% APY on all balance tiers
- No minimum balance requirements
- No fees to open or maintain account
- Free ATM card upon request
- FDIC Insured
Betterment Cash Reserve - Earn up to 0.30% APY
- FDIC insurance covering up to $1,000,000 at program banks
- Access cash in 1-2 business days
- No minimum balance
- No fees on balance
- Unlimited withdrawals
Free Checking and Savings - $250 Bonus
- You could get a $200 bonus by opening a Free Checking account and receive at least one (1) qualifying Direct Deposit of at least $500 by June 30, 2021.
- Increase your bonus to $250 by adding a BBVA Savings account and having a savings balance of at least $1000 on June 30, 2021.
- (Offer only available in TX, AL, AZ, CO, CA, FL, NM)
- Member FDIC.
UFB High Yield Savings - Earn up to 0.20% APY
- Earn 0.20% APY on balances of $10,000 and above
- Member FDIC
Many online-only savings accounts pay anywhere from 1.5 to 2.0%. Brick-and-mortar banks usually only offer interest rates as low as 0.03%. When evaluating a savings account, it's important to find a bank with a high interest rate but that also meets your banking needs.
Bottom Line
Savings accounts play an important role in your financial health. Using the power of interest, you have the opportunity to see your account balance grow in a savings account. Combined with regular deposits, a savings account with a good interest rate will set you up for financial success.
Write to Jeffrey B at feedback@creditdonkey.com. Follow us on Twitter and Facebook for our latest posts.
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