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BASIC LONG-TERM
FINANCIAL
CONCEPTS
GROUP 3:
REPAL,FERLYN JANE G.
DUERME, ROSELYN A.
GETALAN,SHIELA MAE
GETIZO, GRETCHEN
DANIOT, ALEXANDER
CAPIN, RUTCHEL
VILLEGAS, JOE
1.Simple and Compound Inter
Simple and Compound Interest
Interest
Interest is the cost of borrowing money, where the
borrower pays a fee to the lender for using the
latter's money.The interest typically expressed as a
percentage,can be either simple or compounded.
Simple Interest is calculated using the
following formula :
Simple Interest=P×r×n
where:
P=Principal amount
r=Annual interest rate
n=Term of loan, in years
Compound interest accrues and is added to the accumulated
interest of previous periods; it includes interest on
interest, in other words. The formula for compound
interest is:
Compound Interest=P× (1+r) t −P
where:
P=Principal amount
r=Annual interest rate
t=Number of years interest is
applied.
2. Concepts of Time Value of
Money
Concepts of Time Value of
Money
Time Value of Money
The time value of money (TVM) is the concept that
money available at the present time is worth more
than the identical sum in the future due to its
potential earning capacity.
The time value of money draws from the idea that rational
investors prefer to receive money today rather than thesame
amount of money in the future because of money's potential to
grow in value over a given period of time.
For example, money deposited into a savings account earns a
certain interest rate and is therefore said to be compounding in
value.
The most fundamental TVM formula
takes into account thefollowing
variables::
FV = Future value of money
PV = Present value of money
i = interest rate
n = number of compounding periods per year
t = number of years
Based on these variables, the formula for TVM is:
FV = PV x [ 1 + (i / n) ] (n x t)
3. Loan Amortization
Loan Amortization
Amortization refers tothe reduction of a
debtover time by paying thesame amount
eachperiod, usually monthly.With
amortization, thepayment amountconsists of
both principalrepayment and intereston the
debt.
2.Set up
aspreadsheet.
3. Calculate the
interest portion
of the monthly
payment for
month one.
4.
Compute the
principal
portion of the
payment for
month one.
5. Use the new
principal amount
at the end of
month one to
calculatea
mortization for
month two.
6. Determine
the principal
repayment for
month two.
4. Conventional Cash Flow
Conventional Cash Flow
A series of inward and outwardcash flows
over time in whichthere is only one change in
thecash flow direction
5. Concepts of risk and Return and
Trade-off
Concepts of Risk and Return
Risk
Risk in investment from investor's view implies that
the actual return may not be as expected. From the
point of view of a firm, when the actual return is not
same as estimated,it is considered as risk. Higher
the variations in results, higher is the risk and vice-
versa.
Types of Risk Involved in
Investments
Capital Risk
• It refers to a capital loss
because of fall in the the
market price of a security
like Equity
Shares.IncomeRisk
• It refers to variations
inreturn from a security.For
E.g. In case ofEquity
Sharesdividends vary
everyyear.
Default Risk
It refers to default inpayment
of interest orrepayment of
the principalamount by the
company
Concepts of Risk and Return
Return
Return means “ the motivating force and the principal reward in
the investment process. ” Return can be realized orexpected.
Realized return refers to the return which was earned or could
have been earned.
Expected return refers to the return
which the investor expected to earn in the future.
The return is calculated as a percentage
on the initial amount invested.
Risk-Return Trade-off
What is Risk-ReturnTrade off?
The risk-return trade off states that the potential
return rises with an increase in risk.
Using this principle,individuals associate low level so
fun certainty with low potential returns,and high
levels of uncertainty or risk with high potential
returns.
According to the risk-return trade off,invested money
can render higher profits only if the investor will
accept a higher possibility of losses
GROUP 3_Basic Long Term Financial Concept.pptx

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GROUP 3_Basic Long Term Financial Concept.pptx

  • 1. BASIC LONG-TERM FINANCIAL CONCEPTS GROUP 3: REPAL,FERLYN JANE G. DUERME, ROSELYN A. GETALAN,SHIELA MAE GETIZO, GRETCHEN DANIOT, ALEXANDER CAPIN, RUTCHEL VILLEGAS, JOE
  • 3. Simple and Compound Interest Interest Interest is the cost of borrowing money, where the borrower pays a fee to the lender for using the latter's money.The interest typically expressed as a percentage,can be either simple or compounded.
  • 4. Simple Interest is calculated using the following formula : Simple Interest=P×r×n where: P=Principal amount r=Annual interest rate n=Term of loan, in years
  • 5. Compound interest accrues and is added to the accumulated interest of previous periods; it includes interest on interest, in other words. The formula for compound interest is: Compound Interest=P× (1+r) t −P where: P=Principal amount r=Annual interest rate t=Number of years interest is applied.
  • 6. 2. Concepts of Time Value of Money
  • 7. Concepts of Time Value of Money Time Value of Money The time value of money (TVM) is the concept that money available at the present time is worth more than the identical sum in the future due to its potential earning capacity.
  • 8. The time value of money draws from the idea that rational investors prefer to receive money today rather than thesame amount of money in the future because of money's potential to grow in value over a given period of time. For example, money deposited into a savings account earns a certain interest rate and is therefore said to be compounding in value.
  • 9. The most fundamental TVM formula takes into account thefollowing variables:: FV = Future value of money PV = Present value of money i = interest rate n = number of compounding periods per year t = number of years Based on these variables, the formula for TVM is: FV = PV x [ 1 + (i / n) ] (n x t)
  • 11. Loan Amortization Amortization refers tothe reduction of a debtover time by paying thesame amount eachperiod, usually monthly.With amortization, thepayment amountconsists of both principalrepayment and intereston the debt.
  • 12.
  • 14. 3. Calculate the interest portion of the monthly payment for month one.
  • 15. 4. Compute the principal portion of the payment for month one.
  • 16. 5. Use the new principal amount at the end of month one to calculatea mortization for month two.
  • 19. Conventional Cash Flow A series of inward and outwardcash flows over time in whichthere is only one change in thecash flow direction
  • 20.
  • 21. 5. Concepts of risk and Return and Trade-off
  • 22. Concepts of Risk and Return Risk Risk in investment from investor's view implies that the actual return may not be as expected. From the point of view of a firm, when the actual return is not same as estimated,it is considered as risk. Higher the variations in results, higher is the risk and vice- versa.
  • 23. Types of Risk Involved in Investments Capital Risk • It refers to a capital loss because of fall in the the market price of a security like Equity Shares.IncomeRisk • It refers to variations inreturn from a security.For E.g. In case ofEquity Sharesdividends vary everyyear. Default Risk It refers to default inpayment of interest orrepayment of the principalamount by the company
  • 24. Concepts of Risk and Return Return Return means “ the motivating force and the principal reward in the investment process. ” Return can be realized orexpected. Realized return refers to the return which was earned or could have been earned. Expected return refers to the return which the investor expected to earn in the future. The return is calculated as a percentage on the initial amount invested.
  • 25.
  • 26. Risk-Return Trade-off What is Risk-ReturnTrade off? The risk-return trade off states that the potential return rises with an increase in risk. Using this principle,individuals associate low level so fun certainty with low potential returns,and high levels of uncertainty or risk with high potential returns. According to the risk-return trade off,invested money can render higher profits only if the investor will accept a higher possibility of losses