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  5. Theory Of Interest 152 (TOI152)

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Summary Theory of Interest 152
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  • Course
  • Theory Of Interest 152 (TOI152)
  • Institution
  • Stellenbosch University (SUN)
  • Book
  • Calculating Interest with Financial Calculators

This document provides comprehensive notes for the Theory of Interest 152 module, covering key concepts, formulas, and notation from Chapter 1 to Chapter 2.5. It is structured as a detailed summary of the initial chapters, focusing on the foundational principles of financial mathematics, time value...

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  • Chapter 1 - chapter 2.5
  • September 25, 2024
  • 8
  • 2024/2025
  • Summary

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TOI:
1: Equations
K=Capital amount - PV
S=Accumulated amount - FV
i=Effective amount -
i^(m)=Nominal interest per year - I/YN
m=How many times per year will you earn interest -
n= How many years
N= How many interest periods (n x m) -N


+Rand amount (PV, P, FV) you are getting money in your pocket
: Getting a loan
: Withdrawing money from your account
-Rand amount (PV, P, FV) you are giving money from your pocket to somebody
else
: Making a loan payment
: Investing money in an an account


Simple interest:
- No interest on interest
- S = K + (K*i)n
- S = K + (1 + in)
- Not on financial calculator


If i is in ½ year then n must also be in ½ year ( or x2 the years)
n=i

, 2: Compound interest
Compound interest:
- Interest on interest




- Just know the notation
- Use time value of money functions
To find the present value




V notations = the value infront of v is the future value


Second functions payment: m; i^(m); P/YR
Nominal: year Effective: month
i^(12) = 0.10 py # - P/YR = 0.10/12
i^(4) = 0.10 py # - I/YR = 0.10/4
i^(3) = 0.10 py = 0.10/3
i^(2) = 0.10 py = 0.10/2
i^(1) = i = 0.10 py = 0.10/1


number between brackets is how many times a year interest is compounded


Interest during a specific period:
Int = End – Beginning




Beginning End


If there is a V it tells you that it is the future value.

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