CFP Introduction To financial planning

Snehal Bangera
Snehal BangeraDigital Marketing Executive at Sykes & Ray Equities (I) Ltd. em Sykes & Ray Equities (I) Ltd.
CFP Course Module
Introduction To Financilal Planning
Topic :Time Value Of Money
1. Finding the Future Value
Find the value of Rs 10,000 today at the end of 10 periods at 5% per period.•
KEY RELATIONHIP:
• FV= PV x ( 1 + i )n
•
• Financial calculator:
• You may need to input something like this.
•
• Specific functions vary. Be sure to consult the calculator’s manual!!!!!!!
•
• Inputs:
•
• n[N]
• i[I/YR]
• PV
• PMT
• FV
• 10
• 5
• 10000
• 0
• ?
•
• Note:- The future value will be in NEGATIVE, indicate an opposite direction of cashflow.
•
• 1. Set the calculator frequency to once per period.
• 2. Enter negative numbers using the [+/-] key, not the subtraction key.
• 3. Be sure the calculator is set in the END mode.
•
• Fundamental Idea.
• Question: What is the value of any financial asset?
• Answer: The present value of its expected cash flows.
2. Finding the Future Value when
Rates of Interest Change
FV= PV x (1 + i1) x (1 +i2) x (1+ i3) x ……….x (1 + in).
EXAMPLE:-
You invest Rs. 10,000. During the first year the investment earned 20% for the year. During the second year, you earned only 4% for that year.
How much is your original deposit worth at the end of the two years?
FV= PV x (1+i1) x (1+ i2)
= Rs 10,000 x (1.20) x (1.04) = Rs. 12,480.
Question:-
The arithmetric average rate of return is 12%, what is the geometric average rate of return?
Answer:-
An average rate of return is a geometric average since it is a rate of growth. The 12% is the arithmetic average. The
geometric average rate of return on the investment was 11.7%.
i=(FV/ PV)1/n -1 =(12,480/10000)1/2 -1 = .1171
OR i =√(1.20). (1.04) -1 = 0.1171
Important:-
Altough 20 % and 4% average to 12%, the Rs 10,000 did not grow by 12%.
[Rs 10,000 x (1.12)2= 12544 NOT Rs 12480].
Multi Perodic Uneven Cash Flows
What is the value of the following set of cash flows today? The interest rate is 8% for all cash flows.
Year and Cash Flows
1: 300 2: 500 3: 700 4: 1000
Solution:
Find Present Value of each cash flow and then Add to get the PV.
300
+
500
+
700
+
1000
=
1.081 1.082 1.083 1.084
277.78 + 428.67 + 555.68 + 735.03 = 1997.16
3. Finding the Present Value
Find the present value of Rs 10,000 to be received at the end of 10 periods at
8% per period?
KEY RELATIONHIP:
PV= FV (1 + i)n
Financial calculator.
You may need to input something like this.
Specific functions vary. Be sure to consult the calculators’ manual!!!!!!
INPUTS
n[N] i[I/YR] PV PMT FV
10 5 10000 0 ?
The present value will be NEGATIVE, to indicate the opposite direction of cash flow.
4. Finding the Rate of Return
Finding the [geometric average] rate of return:
KEY RELATIONHIP:
(1 + i)n=FV/PV
(1 +I)=(FV/ PV)1/n
i= (FV/ PV)1/N - 1Financial Calculator.
(Your financial calculator may differ. Consult your manual.)
n[N] i[I/YR] PV PMT FV
10 ? -10000 0 17910
Answer i = 6%
Question:
Today your stock is worth Rs. 50,000. You invested Rs. 5,000 in the stock 18 years ago. What
average annual rate of return [i] did you earn on your investment?
Answer = 13.646%
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CFP Introduction To financial planning

  • 1. CFP Course Module Introduction To Financilal Planning Topic :Time Value Of Money
  • 2. 1. Finding the Future Value Find the value of Rs 10,000 today at the end of 10 periods at 5% per period.• KEY RELATIONHIP: • FV= PV x ( 1 + i )n • • Financial calculator: • You may need to input something like this. • • Specific functions vary. Be sure to consult the calculator’s manual!!!!!!! • • Inputs: • • n[N] • i[I/YR] • PV • PMT • FV • 10 • 5 • 10000 • 0 • ? • • Note:- The future value will be in NEGATIVE, indicate an opposite direction of cashflow. • • 1. Set the calculator frequency to once per period. • 2. Enter negative numbers using the [+/-] key, not the subtraction key. • 3. Be sure the calculator is set in the END mode. • • Fundamental Idea. • Question: What is the value of any financial asset? • Answer: The present value of its expected cash flows.
  • 3. 2. Finding the Future Value when Rates of Interest Change FV= PV x (1 + i1) x (1 +i2) x (1+ i3) x ……….x (1 + in). EXAMPLE:- You invest Rs. 10,000. During the first year the investment earned 20% for the year. During the second year, you earned only 4% for that year. How much is your original deposit worth at the end of the two years? FV= PV x (1+i1) x (1+ i2) = Rs 10,000 x (1.20) x (1.04) = Rs. 12,480. Question:- The arithmetric average rate of return is 12%, what is the geometric average rate of return? Answer:- An average rate of return is a geometric average since it is a rate of growth. The 12% is the arithmetic average. The geometric average rate of return on the investment was 11.7%. i=(FV/ PV)1/n -1 =(12,480/10000)1/2 -1 = .1171 OR i =√(1.20). (1.04) -1 = 0.1171 Important:- Altough 20 % and 4% average to 12%, the Rs 10,000 did not grow by 12%. [Rs 10,000 x (1.12)2= 12544 NOT Rs 12480].
  • 4. Multi Perodic Uneven Cash Flows What is the value of the following set of cash flows today? The interest rate is 8% for all cash flows. Year and Cash Flows 1: 300 2: 500 3: 700 4: 1000 Solution: Find Present Value of each cash flow and then Add to get the PV. 300 + 500 + 700 + 1000 = 1.081 1.082 1.083 1.084 277.78 + 428.67 + 555.68 + 735.03 = 1997.16
  • 5. 3. Finding the Present Value Find the present value of Rs 10,000 to be received at the end of 10 periods at 8% per period? KEY RELATIONHIP: PV= FV (1 + i)n Financial calculator. You may need to input something like this. Specific functions vary. Be sure to consult the calculators’ manual!!!!!! INPUTS n[N] i[I/YR] PV PMT FV 10 5 10000 0 ? The present value will be NEGATIVE, to indicate the opposite direction of cash flow.
  • 6. 4. Finding the Rate of Return Finding the [geometric average] rate of return: KEY RELATIONHIP: (1 + i)n=FV/PV (1 +I)=(FV/ PV)1/n i= (FV/ PV)1/N - 1Financial Calculator. (Your financial calculator may differ. Consult your manual.) n[N] i[I/YR] PV PMT FV 10 ? -10000 0 17910 Answer i = 6% Question: Today your stock is worth Rs. 50,000. You invested Rs. 5,000 in the stock 18 years ago. What average annual rate of return [i] did you earn on your investment? Answer = 13.646%