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What is Future Value, Net Present Value & Annuity
Tuesday, 13 December 2016
CALCULATE ANNUITY USING EXCEL
i. Click the function button (fx), select Financial
and double-click PMT.
ii. A dialog box appears and asks what
data to use.
iii. After fill the box with the data, the answer will show up.
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| Figure 7 shows the dialogue box |
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| Figure 8 shows the formula box |
iii. After fill the box with the data, the answer will show up.
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| Figure 9 shows the data filled in the box and the result of the formula |
CALCULATE NET PRESENT VALUE USING EXCEL
i. Firstly, you have to insert the data
in the column.
ii. Next, enter the formula "=NPV(B3,B3,B6)+B4" to account for that initial outlay.
iii. Click enter, then the answer will come out.
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| Figure 4 shows the data that have been insert in the column |
ii. Next, enter the formula "=NPV(B3,B3,B6)+B4" to account for that initial outlay.
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| Figure 5 shows formula that have benn type in the column |
iii. Click enter, then the answer will come out.
CALCULATE FUTURE VALUE USING EXCEL
i. Click
the function button (fx), select Financial and double-click FV.
ii. A dialog box appears and asks what
data to use.
iii. After fill the box with the data, the answer will show up.
![]() |
| Figure 1 shows the dialog box |
![]() |
| Figure 2 shows the formula box |
iii. After fill the box with the data, the answer will show up.
![]() |
| Figure 3 shows the data filled in the blog and the result of the formula |
CALCULATION ANNUITY USING FORMULA
PMT=FV(r)(1+r)n-
For example an individual who would like to calculate the amount they would need to save per
year to have the balance of RM5,000 after 5 years. Assumed that the effective rate per year
would be 3%.
PMT=RM 5000(0.03)(1+0.03)5-1
PMT=RM 1500.1593
PMT=RM 941.77
Saturday, 10 December 2016
BENEFITS USING ANNUITY
Tax deferral
Annuities
was the only investment that is inherently accorded tax-deferred status. Furthermore,
annuities have no limit on the amount of money that can be placed into them and
also no income
phase out schedules advantage over Individual Retirement Account
(IRAs) and qualified plans for
wealthy investors who can shelter millions of
money taxation inside these contracts.
Guaranteed Payout
Usually annuitants that choose any type of life payout option can rest assured
that they will receive
some sort of payments until they die, even if the
completely exhaust the value of the contract
beforehand.
Protection from probate and creditors
Generally
annuity contract are exempt from creditors in most cases and are
unconditionally exempt from
probate proceedings nationwide. Sometimes exemption
from creditors can vary somewhat from
one state to another.
WHAT IS ANNUITY?
Annuity definition
- a fixed sum of money paid to someone each year, typically for the rest of their life.
- a form of insurance or investment entitling the investor to a series of annual sums.
- a fixed sum of money paid to someone each year, typically for the rest of their life.
- a form of insurance or investment entitling the investor to a series of annual sums.
CALCULATION NET PRESENT VALUE USING FORMULA
NPV = C
* {(1 - (1 + R) ^ -T) / R} − Initial Investment
where C
is the expected cash flow per period, R is the required rate of return and T is the number of
periods over which the project is expected to generate income.
For
example, consider two potential projects for company ABC:
Project
X requires an initial investment of $35,000 but is expected to generate
revenues of $10,000, $27,000 and $19,000 after the first, second and third
years, respectively. The target rate of return is 12%. Since the cash inflows
are uneven, the second formula listed above is used.
NPV =
{$10,000 / (1 + 0.12) ^ 1} + {$27,000 / (1 + 0.12) ^ 1} + {$19,000 / (1 + 0.12)
^ 1} - $35,000
NPV = $8,929 + $21,524 + $13,524 - $35,000
NPV = $8,977
NPV = $8,929 + $21,524 + $13,524 - $35,000
NPV = $8,977
Project
Y also requires a $35,000 initial investment and will generate $27,000 per year
for two years. The target rate remains 12%. Because each period produces equal
revenues, the first formula above can be used.
NPV =
$27,000 * {1 - (1 + 0.12) ^ -2} - $35,000
NPV = $45,631 - $35,000
NPV = $10,631
NPV = $45,631 - $35,000
NPV = $10,631
Despite
the fact that both projects require the same initial investment and Project X
actually generates more total income than Project Y, the latter project has a
higher NPV because income is generated faster, meaning the discount rate has a
smaller effect.
Wednesday, 7 December 2016
ADVANTAGES OF NET PRESENT VALUE
Accurate method used to access business investment viability
It is measured for its long-term survival and its ability to have sustainable profits over a period of time.
Net Present Value uses discounted cash flow to accurately quantity the net benefits from a projects
The cash flows are the amounts and timings of the various investment costs and benefits. It is also brought into a common term, so that the net benefits can be quantified and be compared if necessary to competing investment oppotunities.
NET PRESENT VALUE
NPV definition
The present of a sum of money, in contrast to some of future value which is it has been invested at compound interest. In addition, discounted value of the expected costs of an investment are deducted from the discounted value of the expected returns.Monday, 5 December 2016
HOW TO CALCULATE FUTURE VALUE
There are two ways to calculate future value which is by using simple annual interest and annual compound interest.
Simple Annual Interest
Future Value = Present Value x [1 + (Interest Rate x Number of Years)]
For example, Bob invests $1,000 for five years with an interest rate of 10%. The future value would be $1,500.
Future Value = $1,000 x [1 + (0.1 x 5)]
Future Value = $1,000 x 1.5
Future Value = $1,500
Annual Compound Interest
Future Value = Present Value x [(1 + Interest Rate) Number of Years]
For example, John invests $1,000 for five years with an interest rate of 10%, compounded annually. The future value of John's investment would be $1,610.51.
Future Value = $1,000 x [(1 + 0.1)5]
Future Value = $1,000 x 1.61051
Future Value = $1,610.51
NOTE: important to remember that simple interest is always based on the present value, whereas compounded interest means that the present value grows exponentially each year.
Sunday, 4 December 2016
ADVANTAGES OF FUTURE VALUE
Advantages of Future Value
the high degree of security that investors enjoy
The corporations and investors enjoy three main benefits from organized security exchanges. First is a continuous market, which is leads to continuous security prices. Second is establishes and publishes fair security prices based on supply and demand rather than bargaining. Third is organized security exchanges. It is also help business raise new capital because the secondary market makes it easier for firms to float new security offerings successfully..Low returns which is the limited returns it can generate
The more significant downside to future value investing is the limited returns it can generate. Interest rate of bank grows an investment to its future value but can only provides a small return compared to more lucrative investment with higher risks likes stocks, bonds and certificate of deposits.
Time and the Risks of Inflation
They are very different from investment in stock that can generate larger returns or create a larger losses in a matter of hours and days. Usually future value investment are measured in months and years. This can creates risks due to inflation.
Saturday, 3 December 2016
WHAT IS FUTURE VALUE?
Future Value definition
- It always refers to a method of calculating how much the present value (PV) of an asset or cash will be worth at a specific time in the future.
- It is to measures the nominal future sum of money that a given sum of money is "worth" at a specified time in the future assuming a certain interest rate, or more generally, rate of return; it is the present value multiplied by the accumulation function.
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