Exam 1 (Ch 1,2,3,4,5,6,7,11,12,18) Flashcards

1
Q

3 ways of calculating PV of a single cash flow

A

Excels PV function
Present Value Formula
Timeline

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2
Q

What makes the future value of a single cash flow increase

A

if you increase:

pv
discount rate
number of periods

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3
Q

Explain the formula for calculating the future value of each cash flow

A

each cash flow is compounded at the discount rate for the remaining periods

FV=C0 * (1+r)n

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4
Q

Present Value Interest Factor for an Annuity

A

The formula to calculate PVIFA is (1 - (1 + r)^-n) / r, where r represents the period rate, and n represents the number of payments or withdrawals.

APV = PMT X PVIFA.

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5
Q

Annuity Future Value

A

the value of a group of recurring payments at a certain date in the future, assuming a particular rate of return, or discount rate.

AFV=APV*(1+r)^t

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6
Q

Affect on Aunnity Present Value

A

decrease payment amount = decrease in APV bc a smaller investment means smaller cash flow

decrease discount rate = increase in APV

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7
Q

Can a constant discount rate formula be used when the discount rate changes over time>

A

No, the formula doesn’t account for changes in the rate

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8
Q

How do you use the NPV function in excel

A

NPV is calculated by subtracting the initial investment from the PV

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9
Q

Positive NPV Means…

A

A project should be accepted

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10
Q

nominal discount rate

A

real interest rate plus the projected rate of inflation

= (1+i)*(1+r)-1

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11
Q

why cant you just add real rate and interest to get nominal rate?

A

We will miss the cross-product term i (r), which is the increase in the real discount rate due to
inflation.

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12
Q

can the general discount rate method be used when the rate is the same

A

yes, same rate is entered each year

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13
Q

why is the demoninator not raised to t in the general discount rate formula

A

the cumulative rate already accounted for the # of periods since it is compounded

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14
Q

Can excels NPV function be used when there’s multiple rates

A

No

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15
Q

5 components of the return on equity in the Du Pont System of ratio analysis

A

tax burden
interest burden
operating profit margin
total asset turnover
equity multiplier

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16
Q

What increases tax burden

A

paying less taxes because net profit will be higher

17
Q

What decreases interest burden

A

if a company pays more interest relative to EBIT

18
Q

Bond Price

A

PV of interest payments + PV of face value

19
Q

What makes a bond sell at discount

A

if the coupon rate is less than the yield to maturity

20
Q

Four ways of calulating Bond Price

A

PV of cashflows using timeline
formula for bond price
excels pv function
excels PRICE function

21
Q

Bond price results using APR vs EAR

A

Apr convention results in higher discount rate because of simple interest = Lower bond price

EAR convention results in a lower discount rate due to compound interest = high bond price

bond pricing works backwards from face value and coupon payments

22
Q

Relationship between bond price and yield to maturity

A

The bond price decreases at a decreasing rate as yield to maturity increases because the opportunity
cost (risk) increases.

23
Q

State and explain the effect of a higher coupon rate on a bond’s price.

A

The bond price increases because the coupon payments increase, raising the present value of cash
flows.

24
Q

Ordinary annuity

A

a series of regular payments made at the end of each period, such as monthly or quarterly.

25
Q

Annuity due

A

an annuity whose payment is due immediately at the beginning of each period.

26
Q

Treasury STRIPS

A

U.S. bonds that are sold at a discount to their face value and pay full face value at their maturity.

STRIPS are treasury bonds where the principal and coupon payments trade as separate securities. STRIPS holders do not receive coupon payments, only the final payoff on the date of maturity.

27
Q

YearFrac Function

A

the fractional years between two calendar dates

28
Q

yield

A

the measure of return, as a percentage - interest rates

29
Q

yield curve

A

line that depicts different bond yields with varying maturity dates

30
Q

Upward Sloping Yield Curve/positive

A

Most normal

as maturity increases so does the yield

31
Q

downward sloping yied curve/ inverted

A

as maturity increases the yield decreases

32
Q

Flat Yield

A

as maturity increases yield remains the same

33
Q

hump shaped yield

A

when medium-term rates are higher than short and long-term rates

34
Q

what do yield curves tell you?

A

normal curve - economic expansion

inverted - economic recession

35
Q

Static features for level of yield curve

A

high or low

36
Q

Static feature for curvature

A

lot or little