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1. Future value using Simple Interest example ( Enter your problem )
  1. Find Future value (FV) Example
  2. Find Present value (C) Example
  3. Find Interest Rate (i) Example
  4. Find Time (n) Example
Other related methods
  1. Future value using Simple Interest
  2. Future value using Compound Interest
  3. Future value of Annuity
  4. Future value of Annuity Due
  5. Present value using Simple Interest
  6. Present value using Compound Interest
  7. Present value of Annuity
  8. Present value of Annuity Due
  9. Contineous Compounding

3. Find Interest Rate (i) Example
(Previous example)
2. Future value using Compound Interest
(Next method)

4. Find Time (n) Example





1. Find Time n = ?
Present value C = 1000, Interest Rate i = 10%, Future value FV = 1300,
for Future value using Simple Interest method


Solution:
`C=1000`

`i=10%=0.1` per year (Interest rate)

`FV=1300` (Future value)

Now, Future value (Simple Interest) formula is
`FV=C*(1+i*n)`

`:.1300=1000*(1+0.1*n)`

`:.(1300)/(1000)=1+0.1*n`

`:.1.3=1+0.1*n`

`:.1.3-1=0.1*n`

`:.0.3=0.1*n`

`:.0.3/0.1=n`

`:.n=3`
2. Find Time n = ?
Present value C = 5000, Interest Rate i = 10%, Future value FV = 6000,
for Future value using Simple Interest method


Solution:
`C=5000`

`i=10%=0.1` per year (Interest rate)

`FV=6000` (Future value)

Now, Future value (Simple Interest) formula is
`FV=C*(1+i*n)`

`:.6000=5000*(1+0.1*n)`

`:.(6000)/(5000)=1+0.1*n`

`:.1.2=1+0.1*n`

`:.1.2-1=0.1*n`

`:.0.2=0.1*n`

`:.0.2/0.1=n`

`:.n=2`


This material is intended as a summary. Use your textbook for detail explanation.
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3. Find Interest Rate (i) Example
(Previous example)
2. Future value using Compound Interest
(Next method)





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