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Topic - Capital Budgeting
Presented by(Group 15):
115 Trupti Mhetre
116 Tushar Bhoir
118 Vighnesh Thorat
119.Vikas Dighe
123.Vivekanand kamble
FINANCIAL MANAGEMENT
Introduction
 Capital Budgeting is the process of determining which
real investment projects should be accepted and given
an allocation of funds from the firm.
 To evaluate capital budgeting processes, their
consistency with the goal of shareholder wealth
maximization is of utmost importance.
Recall the Flows of funds and decisions
important to the financial manager
Financial
Manager
Financial
Markets
Real Assets
Financing
Decision
Investment
Decision
Returns from Investment Returns to Security Holders
Reinvestment Refinancing
Capital Budgeting is used to make the Investment Decision
Discounted Cash Flow (DCF)
Techniques
 The main DCF techniques for capital budgeting
include: Net Present Value (NPV), Internal Rate of
Return (IRR), and Profitability Index (PI)
 Each requires estimates of expected cash flows (and
their timing) for the project.
 Including cash outflows (costs) and inflows (revenues or
savings) – normally tax effects are also considered.
 Each requires an estimate of the project’s risk so that
an appropriate discount rate (opportunity cost of
capital) can be determined.
 The discussion of risk will be deferred until later. For
now, we will assume we know the relevant opportunity
cost of capital or discount rate.
 Sometimes the above data is difficult to obtain –
this is the main weakness of all DCF techniques.
Net Present Value (NPV)
 Net present value (NPV) is the difference
between the present value of cash
inflows and the present value of cash
outflows over a period of time. NPV is
used in capital budgeting and
investment planning to analyze the
profitability of a projected investment or
project.
Internal Rate of Return (IRR)
 IRR is the rate of return that a project generates.
Algebraically, IRR can be determined by setting up an
NPV equation and solving for a discount rate that
makes the NPV = 0.
 Equivalently, IRR is solved by determining the rate
that equates the PV of cash inflows to the PV of cash
outflows.
 Method: Use your financial calculator or a
spreadsheet; IRR usually cannot be solved manually.
Profitability Index (PI)
 Method:
 Note: PI should always be expressed as a
positive number.
 If PI ≥ 1, then accept the real investment
project; otherwise, reject it.
Investment
Initial
PV
PI investment
initial
after the
flows
Cash

Summary and Conclusion
 The DCF techniques, NPV, IRR, and PI, are
all good techniques for capital budgeting
and allow us to accept or reject investment
projects consistent with the goal of
shareholder wealth maximization.
 Beware, however, there are times when one
technique’s output is better for some
decisions or when a technique has to be
modified given certain circumstances –
these cases will be discussed in the next
lecture.
THANK YOU !

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Capital Budgeting PPT Of MBA Semister 2

  • 1. Topic - Capital Budgeting Presented by(Group 15): 115 Trupti Mhetre 116 Tushar Bhoir 118 Vighnesh Thorat 119.Vikas Dighe 123.Vivekanand kamble FINANCIAL MANAGEMENT
  • 2. Introduction  Capital Budgeting is the process of determining which real investment projects should be accepted and given an allocation of funds from the firm.  To evaluate capital budgeting processes, their consistency with the goal of shareholder wealth maximization is of utmost importance.
  • 3. Recall the Flows of funds and decisions important to the financial manager Financial Manager Financial Markets Real Assets Financing Decision Investment Decision Returns from Investment Returns to Security Holders Reinvestment Refinancing Capital Budgeting is used to make the Investment Decision
  • 4. Discounted Cash Flow (DCF) Techniques  The main DCF techniques for capital budgeting include: Net Present Value (NPV), Internal Rate of Return (IRR), and Profitability Index (PI)  Each requires estimates of expected cash flows (and their timing) for the project.  Including cash outflows (costs) and inflows (revenues or savings) – normally tax effects are also considered.  Each requires an estimate of the project’s risk so that an appropriate discount rate (opportunity cost of capital) can be determined.  The discussion of risk will be deferred until later. For now, we will assume we know the relevant opportunity cost of capital or discount rate.  Sometimes the above data is difficult to obtain – this is the main weakness of all DCF techniques.
  • 5. Net Present Value (NPV)  Net present value (NPV) is the difference between the present value of cash inflows and the present value of cash outflows over a period of time. NPV is used in capital budgeting and investment planning to analyze the profitability of a projected investment or project.
  • 6. Internal Rate of Return (IRR)  IRR is the rate of return that a project generates. Algebraically, IRR can be determined by setting up an NPV equation and solving for a discount rate that makes the NPV = 0.  Equivalently, IRR is solved by determining the rate that equates the PV of cash inflows to the PV of cash outflows.  Method: Use your financial calculator or a spreadsheet; IRR usually cannot be solved manually.
  • 7. Profitability Index (PI)  Method:  Note: PI should always be expressed as a positive number.  If PI ≥ 1, then accept the real investment project; otherwise, reject it. Investment Initial PV PI investment initial after the flows Cash 
  • 8. Summary and Conclusion  The DCF techniques, NPV, IRR, and PI, are all good techniques for capital budgeting and allow us to accept or reject investment projects consistent with the goal of shareholder wealth maximization.  Beware, however, there are times when one technique’s output is better for some decisions or when a technique has to be modified given certain circumstances – these cases will be discussed in the next lecture.