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Managerial accounting and introduction to concepts methods and user 11e by maher chapter 08

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CHAPTER 8
Capital
Expenditure
Decisions

PowerPoint Presentation by
LuAnn Bean
Professor of Accounting
Florida Institute of Technology
© 2012 Cengage Learning. All Rights Reserved. May
not be copied, scanned, or duplicated, in whole or in
part, except for use as permitted in a license
distributed with a certain product or service or
otherwise on a password-protected website for
classroom use.

Managerial Accounting 11E
Maher/Stickney/Weil

1




CHAPTER GOAL



This chapter explains how the differential
principle applies to long–term decisions where
the focus is on changes in operating capacity


over several future time periods. Present value
analysis, also called discounted cash flow
(DCF), provides analysts with the appropriate
technique.

2


LO 1

CAPITAL
CAPITAL BUDGETING:
BUDGETING:
Definition
Definition

Involves deciding which longterm investments to take
involving capital (long-term)
assets.

3


LO 2

STRATEGIC PLANNING
In
In strategic
strategic planning,
planning, an

an organization
organization
decides
decides on
on major
major programs
programs and
and
the
the resources
resources to
to devote
devote to
to them.
them.
Strategic
Strategic planning
planning provides
provides the
the
context
context for
for capital
capital expenditure
expenditure
decisions.
decisions.

4



LO 2

BENEFITS: Long-Term Investments
 Reducing potential to make mistakes improves
product
 Making goods, delivering services that competitors
cannot
 Reducing cycle time to make product
 Permanently reducing costs to provide such an
advantage that competitors cannot afford to enter
market

5


LO 3

DISCOUNTED
DISCOUNTED CASH
CASH FLOW
FLOW
(DCF):
(DCF): Definition
Definition
Aids in evaluating investments
involving cash flows over time
where there is a significant
difference between cash payment
and receipt.


6


LO 3

ELEMENTS OF DISCOUNT RATE
The choice of a discount rate should consider the
following
A pure rate of interest that reflects the productive
capability of capital assets
A risk factor reflecting the riskiness of the project
An increase reflecting inflation expected to occur
over the life of the project.

7


LO 3

RISK-FREE
RISK-FREE RATE:
RATE: Definition
Definition
Is the pure interest rate plus
expected inflation.

8



LO 3

What is the real
interest rate?

The real interest rate is the
pure interest rate plus a
premium for risk but no
increase for inflation.

9


LO 3

NOMINAL
NOMINAL INTEREST
INTEREST RATE:
RATE:
Definition
Definition

Includes all three factors: pure
interest, risk premium, and
expected inflation.

10


LO 3


DECISION RULE
Estimate the amounts of future cash inflows
and future cash outflows in each period for
each alternative
Discount the future cash flows to the present
using the project’s discount rate.

If the present value of future cash
inflows exceeds the present value of
future cash outflows for a proposal,
The firm should accept the project
with the largest NPV.
Reject any negative PV.
11


LO 3

CASH FLOW VARIETIES
Initial cash flows:
Occur at beginning of project

Periodic cash flows
Occur during life of project

Terminal cash flows
Occur at end of project

12



J
E
P

LO 3

EXAMPLE: JEP Realty Syndicators
JEP Reality Syndicators, Inc. (JEP) is considering
acquisition of computer hardware with a 5-year
life. Disposal of current hardware occurs in Year 0
with no gain or loss and no tax consequences.
Cost

$ 100,000

Market value of present equipment

$ 10,000

Scrap value

$

5,000

Continued
13



LO 3

J
E
P

EXHIBIT 8.1

Projected
Projected
cash
cashflows
flows
over
overlife
lifeof
of
project.
project.

14


J
E
P

LO 3


Year 0 & Year 1

EXHIBIT 8.2

Depreciation
Depreciationisis
subtracted
subtractedbefore
before
tax
tax

15


J
E
P

LO 3

Year 0 & Year 1

Pretax
Pretaxnet
netcash
cashinflow
inflow
(outflow)
(outflow)––tax

taxpayable
payable
==Net
Netcash
cashinflow
inflow
(outflow)
(outflow) XXPV
PVfactor
factor
(12%)
(12%)==NPV
NPV

EXHIBIT 8.2

16


LO 3

J
E
P

=

EXHIBIT 8.2

+


+

+

+

+
Projected
Projectedcash
cash
flows
flowsover
overlife
life
of
ofproject
projectisis
positive
positive
$12,469.
$12,469.
>>>ACCEPT
>>>ACCEPT

17


THREE ESTIMATES for
Calculating NPV


LO 4

The calculation of NPV for a proposed project
requires three types of projections
Amount of future cash flows
Timing of future cash flows
Discount rate
Note: errors in predicting amounts of future cash flows will
likely have the largest impact.

18


LO 4

J
E
P

+

+

+

+

==$350,000
$350,000

ininrevenues
revenues

Base case

EXHIBIT 8.3
19


LO 4

J
E
P

+

+

+

+

==$344,000
$344,000
ininrevenues,
revenues,
less
lessthan
than

projected
projected

Amount of future cash flows

EXHIBIT 8.3
20


LO 4

J
E
P

+

+

+

+

==$350,000
$350,000
ininrevenues,
revenues,
not
notreceived
received

as
asexpected.
expected.

Timing of future cash flows

EXHIBIT 8.3
21


LO 4

J
E
P

+

+

+

+

==$350,000
$350,000
ininrevenues,
revenues,
but
butdiscount

discount
rate
ratechanged.
changed.

Discount rate changed to 13%

EXHIBIT 8.3
22


LO 5

DECISION RULE
The decision to accept or reject an investment proposal can be made using
either the internal rate of return method or the net present value method under
most circumstances.
Net Present Value Method
1. Compute the investment’s
net present value, using the
organization’s cost of capital
adjusted for project-specific
risk as the discount rate
(hurdle rate).
2. Undertake the investment
if its net present value is
positive. Reject the
investment if its net present
value is negative.


Internal Rate of Return Method
1. Compute the investment’s
internal rate of return.
2. Undertake the investment if
its internal rate of return is
equal to or greater than the
organization’s cost of capital
adjusted for project-specific risk
(hurdle rate). If not, reject the
investment.
23


LO 5

J
E
P

JEP’s
JEP’s
hurdle
hurdlerate
rate
isis12%.
12%.
Should
Shouldthey
they
accept

acceptthis
this
project?
project?

EXHIBIT 8.4
24


LO 6

JUSTIFYING INVESTMENTS
Investments in computer-integrated manufacturing are
often difficult because of difficulties in applying
discounted cash flow methods
 Hurdle rate too high
Should be cost of capital

 Bias toward incremental projects
 Uncertainty about operating cash flows
 Exclusion of benefits that are difficult to quantify
More flexibility
Shorter cycle and lead times
Reduction of non-value-added costs

25


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