Show year 1 thru 10

Here's the yearly breakdown of the compound interest growth for years 1 through 10:

Year 1:

1. Principal Amount: $10,000
2. Interest Rate: 10% or 0.1
3. Number of Years: 1
4. Future Value Calculation:
   [ A = 10000(1 + 0.1)^1 ]
   [ A = 10000(1.1)^1 ]
   [ A = 10000 \times 1.1 ]
   [ A = 11000 ]

So, at the end of the first year, your investment will grow to $11,000.

Year 2:

1. Principal Amount: $11,000 (the new future value from the end of Year 1)
2. Interest Rate: 10% or 0.1
3. Number of Years: 1
4. Future Value Calculation:
   [ A = 11000(1 + 0.1)^1 ]
   [ A = 11000(1.1)^1 ]
   [ A = 11000 \times 1.1 ]
   [ A = 12100 ]

So, at the end of the second year, your investment will grow to $12,100.

Year 3:

1. Principal Amount: $12,100 (the new future value from the end of Year 2)
2. Interest Rate: 10% or 0.1
3. Number of Years: 1
4. Future Value Calculation:
   [ A = 12100(1 + 0.1)^1 ]
   [ A = 12100(1.1)^1 ]
   [ A = 12100 \times 1.1 ]
   [ A = 13310 ]

So, at the end of the third year, your investment will grow to $13,310.

Year 4:

1. Principal Amount: $13,310 (the new future value from the end of Year 3)
2. Interest Rate: 10% or 0.1
3. Number of Years: 1
4. Future Value Calculation:
   [ A = 13310(1 + 0.1)^1 ]
   [ A = 13310(1.1)^1 ]
   [ A = 13310 \times 1.1 ]
   [ A = 14641 ]

So, at the end of the fourth year, your investment will grow to $14,641.

Year 5:

1. Principal Amount: $14,641 (the new future value from the end of Year 4)
2. Interest Rate: 10% or 0.1
3. Number of Years: 1
4. Future Value Calculation:
   [ A = 14641(1 + 0.1)^1 ]
   [ A = 14641(1.1)^1 ]
   [ A = 14641 \times 1.1 ]
   [ A = 16095.1 ]

So, at the end of the fifth year, your investment will grow to $16,095.1.

Year 6:

1. Principal Amount: $16,095.1 (the new future value from the end of Year 5)
2. Interest Rate: 10% or 0.1
3. Number of Years: 1
4. Future Value Calculation:
   [ A = 16095.1(1 + 0.1)^1 ]
   [ A = 16095.1(1.1)^1 ]
   [ A = 16095.1 \times 1.1 ]
   [ A = 17706.61 ]

So, at the end of the sixth year, your investment will grow to $17,706.61.

Year 7:

1. Principal Amount: $17,706.61 (the new future value from the end of Year 6)
2. Interest Rate: 10% or 0.1
3. Number of Years: 1
4. Future Value Calculation:
   [ A = 17706.61(1 + 0.1)^1 ]
   [ A = 17706.61(1.1)^1 ]
   [ A = 17706.61 \times 1.1 ]
   [ A = 19478.471 ]

So, at the end of the seventh year, your investment will grow to $19,478.47.

Year 8:

1. Principal Amount: $19,478.47 (the new future value from the end of Year 7)
2. Interest Rate: 10% or 0.1
3. Number of Years: 1
4. Future Value Calculation:
   [ A = 19478.47(1 + 0.1)^1 ]
   [ A = 19478.47(1.1)^1 ]
   [ A = 19478.47 \times 1.1 ]
   [ A = 21466.7217 ]

So, at the end of the eighth year, your investment will grow to $21,466.72.

Year 9:

1. Principal Amount: $21,466.72 (the new future value from the end of Year 8)
2. Interest Rate: 10% or 0.1
3. Number of Years: 1
4. Future Value Calculation:
   [ A = 21466.72(1 + 0.1)^1 ]
   [ A = 21466.72(1.1)^1 ]
   [ A = 21466.72 \times 1.1 ]
   [ A = 23633.584 ]

So, at the end of the ninth year, your investment will grow to $23,633.58.

Year 10:

1. Principal Amount: $23,633.58 (the new future value from the end of Year 9)
2. Interest Rate: 10% or 0.1
3. Number of Years: 1
4. Future Value Calculation:
   [ A = 23633.58(1 + 0.1)^1 ]
   [ A = 23633.58(1.1)^1 ]
   [ A = 23633.58 \times 1.1 ]
   [ A = 25957.138 ]

So, at the end of the tenth year, your investment will grow to $25,957.14.

This breakdown shows how your investment grows each year due to the compound interest effect over the 10-year period.