Financial Calculators
CD Calculator


CD Calculator

Calculate CD interest easily with our CD calculator. Understand your potential earnings and choose the best CD to maximize your savings.

Result

End Balance: $44,876.54

Total Interest: $27,640.60

Total Tax: $2,764.06

Interest after tax: $24,876.54

Interest after tax

Initial deposit

Tax

0 yr

5 yr

10 yr

15 yr

# BEGINNING BALANCE INTEREST TAX ENDING BALANCE
1 $21,012.58 $1,230.15 $123.02 $21,107.14
2 $22,175.77 $1,298.25 $129.82 $22,275.56
3 $23,403.34 $1,370.11 $137.01 $23,508.66
4 $24,698.88 $1,445.96 $144.60 $24,810.02
5 $26,066.13 $1,526.00 $152.60 $26,183.43
6 $27,509.06 $1,610.48 $161.05 $27,632.85
7 $29,031.88 $1,699.63 $169.96 $29,162.52
8 $30,638.99 $1,793.71 $179.37 $30,776.86
9 $32,335.06 $1,893.01 $189.30 $32,480.57
10 $34,125.03 $1,997.80 $199.78 $34,278.59
11 $36,014.08 $2,108.39 $210.84 $36,176.14
12 $38,007.70 $2,225.10 $222.51 $38,178.73
13 $40,111.68 $2,348.28 $234.83 $40,292.18
14 $42,332.13 $2,478.27 $247.83 $42,522.63
15 $44,675.50 $2,615.46 $261.55 $44,876.54
# BEGINNING BALANCE INTEREST TAX ENDING BALANCE
1 $20,000.00 $100.00 $10.00 $20,090.00
2 $20,090.00 $100.45 $10.04 $20,180.40
3 $20,180.40 $100.90 $10.09 $20,271.22
4 $20,271.22 $101.36 $10.14 $20,362.44
5 $20,362.44 $101.81 $10.18 $20,454.07
6 $20,454.07 $102.27 $10.23 $20,546.11
7 $20,546.11 $102.73 $10.27 $20,638.57
8 $20,638.57 $103.19 $10.32 $20,731.44
9 $20,731.44 $103.66 $10.37 $20,824.73
10 $20,824.73 $104.12 $10.41 $20,918.45
11 $20,918.45 $104.59 $10.46 $21,012.58
12 $21,012.58 $105.06 $10.51 $21,107.14
Year #1 End
13 $21,107.14 $105.54 $10.55 $21,202.12
14 $21,202.12 $106.01 $10.60 $21,297.53
15 $21,297.53 $106.49 $10.65 $21,393.37
16 $21,393.37 $106.97 $10.70 $21,489.64
17 $21,489.64 $107.45 $10.74 $21,586.34
18 $21,586.34 $107.93 $10.79 $21,683.48
19 $21,683.48 $108.42 $10.84 $21,781.05
20 $21,781.05 $108.91 $10.89 $21,879.07
21 $21,879.07 $109.40 $10.94 $21,977.52
22 $21,977.52 $109.89 $10.99 $22,076.42
23 $22,076.42 $110.38 $11.04 $22,175.77
24 $22,175.77 $110.88 $11.09 $22,275.56
Year #2 End
25 $22,275.56 $111.38 $11.14 $22,375.80
26 $22,375.80 $111.88 $11.19 $22,476.49
27 $22,476.49 $112.38 $11.24 $22,577.63
28 $22,577.63 $112.89 $11.29 $22,679.23
29 $22,679.23 $113.40 $11.34 $22,781.29
30 $22,781.29 $113.91 $11.39 $22,883.80
31 $22,883.80 $114.42 $11.44 $22,986.78
32 $22,986.78 $114.93 $11.49 $23,090.22
33 $23,090.22 $115.45 $11.55 $23,194.13
34 $23,194.13 $115.97 $11.60 $23,298.50
35 $23,298.50 $116.49 $11.65 $23,403.34
36 $23,403.34 $117.02 $11.70 $23,508.66
Year #3 End
37 $23,508.66 $117.54 $11.75 $23,614.45
38 $23,614.45 $118.07 $11.81 $23,720.71
39 $23,720.71 $118.60 $11.86 $23,827.46
40 $23,827.46 $119.14 $11.91 $23,934.68
41 $23,934.68 $119.67 $11.97 $24,042.39
42 $24,042.39 $120.21 $12.02 $24,150.58
43 $24,150.58 $120.75 $12.08 $24,259.26
44 $24,259.26 $121.30 $12.13 $24,368.42
45 $24,368.42 $121.84 $12.18 $24,478.08
46 $24,478.08 $122.39 $12.24 $24,588.23
47 $24,588.23 $122.94 $12.29 $24,698.88
48 $24,698.88 $123.49 $12.35 $24,810.02
Year #4 End
49 $24,810.02 $124.05 $12.41 $24,921.67
50 $24,921.67 $124.61 $12.46 $25,033.82
51 $25,033.82 $125.17 $12.52 $25,146.47
52 $25,146.47 $125.73 $12.57 $25,259.63
53 $25,259.63 $126.30 $12.63 $25,373.30
54 $25,373.30 $126.87 $12.69 $25,487.48
55 $25,487.48 $127.44 $12.74 $25,602.17
56 $25,602.17 $128.01 $12.80 $25,717.38
57 $25,717.38 $128.59 $12.86 $25,833.11
58 $25,833.11 $129.17 $12.92 $25,949.36
59 $25,949.36 $129.75 $12.97 $26,066.13
60 $26,066.13 $130.33 $13.03 $26,183.43
Year #5 End
61 $26,183.43 $130.92 $13.09 $26,301.25
62 $26,301.25 $131.51 $13.15 $26,419.61
63 $26,419.61 $132.10 $13.21 $26,538.49
64 $26,538.49 $132.69 $13.27 $26,657.92
65 $26,657.92 $133.29 $13.33 $26,777.88
66 $26,777.88 $133.89 $13.39 $26,898.38
67 $26,898.38 $134.49 $13.45 $27,019.42
68 $27,019.42 $135.10 $13.51 $27,141.01
69 $27,141.01 $135.71 $13.57 $27,263.14
70 $27,263.14 $136.32 $13.63 $27,385.83
71 $27,385.83 $136.93 $13.69 $27,509.06
72 $27,509.06 $137.55 $13.75 $27,632.85
Year #6 End
73 $27,632.85 $138.16 $13.82 $27,757.20
74 $27,757.20 $138.79 $13.88 $27,882.11
75 $27,882.11 $139.41 $13.94 $28,007.58
76 $28,007.58 $140.04 $14.00 $28,133.61
77 $28,133.61 $140.67 $14.07 $28,260.21
78 $28,260.21 $141.30 $14.13 $28,387.39
79 $28,387.39 $141.94 $14.19 $28,515.13
80 $28,515.13 $142.58 $14.26 $28,643.45
81 $28,643.45 $143.22 $14.32 $28,772.34
82 $28,772.34 $143.86 $14.39 $28,901.82
83 $28,901.82 $144.51 $14.45 $29,031.88
84 $29,031.88 $145.16 $14.52 $29,162.52
Year #7 End
85 $29,162.52 $145.81 $14.58 $29,293.75
86 $29,293.75 $146.47 $14.65 $29,425.57
87 $29,425.57 $147.13 $14.71 $29,557.99
88 $29,557.99 $147.79 $14.78 $29,691.00
89 $29,691.00 $148.45 $14.85 $29,824.61
90 $29,824.61 $149.12 $14.91 $29,958.82
91 $29,958.82 $149.79 $14.98 $30,093.63
92 $30,093.63 $150.47 $15.05 $30,229.06
93 $30,229.06 $151.15 $15.11 $30,365.09
94 $30,365.09 $151.83 $15.18 $30,501.73
95 $30,501.73 $152.51 $15.25 $30,638.99
96 $30,638.99 $153.19 $15.32 $30,776.86
Year #8 End
97 $30,776.86 $153.88 $15.39 $30,915.36
98 $30,915.36 $154.58 $15.46 $31,054.48
99 $31,054.48 $155.27 $15.53 $31,194.22
100 $31,194.22 $155.97 $15.60 $31,334.60
101 $31,334.60 $156.67 $15.67 $31,475.60
102 $31,475.60 $157.38 $15.74 $31,617.24
103 $31,617.24 $158.09 $15.81 $31,759.52
104 $31,759.52 $158.80 $15.88 $31,902.44
105 $31,902.44 $159.51 $15.95 $32,046.00
106 $32,046.00 $160.23 $16.02 $32,190.21
107 $32,190.21 $160.95 $16.10 $32,335.06
108 $32,335.06 $161.68 $16.17 $32,480.57
Year #9 End
109 $32,480.57 $162.40 $16.24 $32,626.73
110 $32,626.73 $163.13 $16.31 $32,773.55
111 $32,773.55 $163.87 $16.39 $32,921.03
112 $32,921.03 $164.61 $16.46 $33,069.18
113 $33,069.18 $165.35 $16.53 $33,217.99
114 $33,217.99 $166.09 $16.61 $33,367.47
115 $33,367.47 $166.84 $16.68 $33,517.62
116 $33,517.62 $167.59 $16.76 $33,668.45
117 $33,668.45 $168.34 $16.83 $33,819.96
118 $33,819.96 $169.10 $16.91 $33,972.15
119 $33,972.15 $169.86 $16.99 $34,125.03
120 $34,125.03 $170.63 $17.06 $34,278.59
Year #10 End
121 $34,278.59 $171.39 $17.14 $34,432.84
122 $34,432.84 $172.16 $17.22 $34,587.79
123 $34,587.79 $172.94 $17.29 $34,743.43
124 $34,743.43 $173.72 $17.37 $34,899.78
125 $34,899.78 $174.50 $17.45 $35,056.83
126 $35,056.83 $175.28 $17.53 $35,214.58
127 $35,214.58 $176.07 $17.61 $35,373.05
128 $35,373.05 $176.87 $17.69 $35,532.23
129 $35,532.23 $177.66 $17.77 $35,692.12
130 $35,692.12 $178.46 $17.85 $35,852.74
131 $35,852.74 $179.26 $17.93 $36,014.08
132 $36,014.08 $180.07 $18.01 $36,176.14
Year #11 End
133 $36,176.14 $180.88 $18.09 $36,338.93
134 $36,338.93 $181.69 $18.17 $36,502.46
135 $36,502.46 $182.51 $18.25 $36,666.72
136 $36,666.72 $183.33 $18.33 $36,831.72
137 $36,831.72 $184.16 $18.42 $36,997.46
138 $36,997.46 $184.99 $18.50 $37,163.95
139 $37,163.95 $185.82 $18.58 $37,331.19
140 $37,331.19 $186.66 $18.67 $37,499.18
141 $37,499.18 $187.50 $18.75 $37,667.92
142 $37,667.92 $188.34 $18.83 $37,837.43
143 $37,837.43 $189.19 $18.92 $38,007.70
144 $38,007.70 $190.04 $19.00 $38,178.73
Year #12 End
145 $38,178.73 $190.89 $19.09 $38,350.54
146 $38,350.54 $191.75 $19.18 $38,523.11
147 $38,523.11 $192.62 $19.26 $38,696.47
148 $38,696.47 $193.48 $19.35 $38,870.60
149 $38,870.60 $194.35 $19.44 $39,045.52
150 $39,045.52 $195.23 $19.52 $39,221.23
151 $39,221.23 $196.11 $19.61 $39,397.72
152 $39,397.72 $196.99 $19.70 $39,575.01
153 $39,575.01 $197.88 $19.79 $39,753.10
154 $39,753.10 $198.77 $19.88 $39,931.99
155 $39,931.99 $199.66 $19.97 $40,111.68
156 $40,111.68 $200.56 $20.06 $40,292.18
Year #13 End
157 $40,292.18 $201.46 $20.15 $40,473.50
158 $40,473.50 $202.37 $20.24 $40,655.63
159 $40,655.63 $203.28 $20.33 $40,838.58
160 $40,838.58 $204.19 $20.42 $41,022.35
161 $41,022.35 $205.11 $20.51 $41,206.95
162 $41,206.95 $206.03 $20.60 $41,392.39
163 $41,392.39 $206.96 $20.70 $41,578.65
164 $41,578.65 $207.89 $20.79 $41,765.75
165 $41,765.75 $208.83 $20.88 $41,953.70
166 $41,953.70 $209.77 $20.98 $42,142.49
167 $42,142.49 $210.71 $21.07 $42,332.13
168 $42,332.13 $211.66 $21.17 $42,522.63
Year #14 End
169 $42,522.63 $212.61 $21.26 $42,713.98
170 $42,713.98 $213.57 $21.36 $42,906.19
171 $42,906.19 $214.53 $21.45 $43,099.27
172 $43,099.27 $215.50 $21.55 $43,293.22
173 $43,293.22 $216.47 $21.65 $43,488.04
174 $43,488.04 $217.44 $21.74 $43,683.73
175 $43,683.73 $218.42 $21.84 $43,880.31
176 $43,880.31 $219.40 $21.94 $44,077.77
177 $44,077.77 $220.39 $22.04 $44,276.12
178 $44,276.12 $221.38 $22.14 $44,475.36
179 $44,475.36 $222.38 $22.24 $44,675.50
180 $44,675.50 $223.38 $22.34 $44,876.54
Year #15 End

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Table of Contents

  1. Understanding CDs and When to Use Them
  2. How to Calculate CD Interest
  3. Terms You Should Know Before Using The CD Rate Calculator
  4. Using The CD Calculator
  5. Understanding Your Results
  6. Amount of Interest to Expect From Your CD
  7. Choosing the Perfect Certificate of Deposit
  8. Conclusion

Certificates of Deposit (CDs) can be a great way to grow your savings with minimal risk. However, understanding how much you can earn from a CD requires a bit of calculation. This is where a Certificate of Deposit calculator comes in handy. It will also be important to know the basics of CDs, how to calculate interest income and key terms you need to understand to use a CD interest rate calculator.

Understanding CDs and When to Use Them

A Certificate of Deposit (CD) is a savings account that holds a fixed amount of money for a set period of time, known as the term. In return for leaving your money in the account, the bank pays you interest. With this, the longer your term is, the higher the interest rate.

CDs are ideal for individuals who:

  • Want a guaranteed return on their investment.
  • Can leave their money untouched for the length of the term.
  • Are looking for a safer alternative to stocks and bonds.

Using a CD can be beneficial in a stable or declining interest rate environment since it locks in your rate at the time of purchase. However, it's crucial to understand the potential penalties for early withdrawal, as accessing your funds before the term ends can result in losing some or all of your earned interest.

How to Calculate CD Interest

Calculating the interest on your CD helps you understand the growth of your investment. Here are the main methods to do so:

  1. Simple Interest: This method calculates interest based only on the principal amount. Although it’s less common for CDs, it can be useful for short-term investments.
  2. Compound Interest: Many CDs use compound interest, which is calculated based on the principal amount and also on the accumulated interest from previous periods. The frequency of compounding (monthly, quarterly, annually) affects how much interest you earn. More frequent compounding results in higher returns.
  3. Calculator: A CD interest calculator simplifies the process by doing all the math for you. You input the principal amount, interest rate, term, and compounding frequency. The calculator will provide the total interest earned and the final amount at maturity, making it easy to compare different CD options and make informed decisions.

Terms You Should Know Before Using The CD Rate Calculator

Before you start using a CD rate calculator, it's essential to understand some key terms:

  1. Principal: The initial amount of money invested in the CD.
  2. Interest Rate: The percentage at which your money grows annually. This can be simple or compound.
  3. Term: The duration for which the money is invested in the CD. In general, this can range from a few months to several years.
  4. APY (Annual Percentage Yield): This represents the real rate of return earned on an investment, taking into account the effect of compounding interest.
  5. Maturity Date: The date on which the CD term ends, and you can access your initial investment and the earned interest without penalty.
  6. Compound Frequency: How often the interest is calculated and added to the account balance. Standard frequencies include daily, monthly, quarterly, or annually.
  7. Early Withdrawal Penalty: A fee charged if you withdraw your money before the CD matures. This can eat into your earned interest or even your principal in some cases.

Using The CD Calculator

The CD calculator is a convenient tool that helps you estimate the potential earnings from the Certificate of Deposit. Here’s how to use it:

  1. Enter the Initial Deposit: Enter the amount you plan to invest in the CD.
  2. Input the APY: The Annual Percentage Yield (APY) reflects the interest rate, including the effect of compounding.
  3. Select the Period: Choose the term of the CD in years.
  4. Calculate: Once you’ve entered all the info, click "Calculate" to generate the results.

Understanding Your Results

Once you have your results from the CD calculator, it’s essential to understand what they mean:

  1. Your Total Balance: This is the sum of your initial deposit and all the interest earned by the end of the term. It gives you a clear picture of your investment's growth.
  2. Your Earnings: This figure represents the interest earned over the term of the CD. It’s crucial for evaluating the profitability of your investment.
  3. National Average: This comparative metric helps you understand how your CD's performance compares to the average rates offered by other institutions.
  4. Graph Interpretation: The graph provides a visual representation of your earnings over time, making it easy to see how your investment grows annually compared to the national average.

Amount of Interest to Expect From Your CD

The amount of interest you can expect from your CD depends on several factors:

  1. Principal Amount: Larger principal amounts generate more interest.
  2. Interest Rate (APY): Higher APYs result in greater earnings.
  3. Term Length: Longer terms usually offer higher interest rates and more interest earned.
  4. Compounding Frequency: CDs with more frequent compounding periods, such as monthly or quarterly, will yield more interest compared to those compounded annually.

Choosing the Perfect Certificate of Deposit

When choosing a CD, a few practical tips will come in handy:

  1. Minimum Deposit Requirements: Some CDs have minimum deposit requirements. Make sure you have enough funds to fulfill these requirements without overstretching your finances.
  2. CD Laddering Strategy: Consider using a CD laddering strategy to balance higher returns with liquidity. This involves spreading your investment across multiple CDs with different maturity dates. As each CD matures, you can reinvest the funds in a new CD or use them as needed, providing flexibility and a steady stream of interest income.
  3. Special Promotions: Keep an eye out for special promotions or bonuses offered by banks. Sometimes, banks offer higher interest rates or other incentives for new customers or large deposits.

Conclusion

Ultimately, a Certificate of Deposit calculator is an invaluable tool for anyone looking to invest in CDs. It helps you understand the potential growth of your investment by calculating interest, comparing different CDs, and evaluating returns. By using a CD calculator, whether it's a simple interest calculator, a compound interest calculator, or a CD yield calculator, you can make informed decisions and choose the best options to maximize your savings and achieve your financial goals. Happy investing!