Financial Maths Flashcards

(23 cards)

1
Q

What is interest? (2)

A
  • The cost for borrowing and the reward for saving
  • AKA ‘cost of capital’ or ‘time value of money’
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2
Q

What is simple interest? (2)

A
  • Interest over a single period of time e.g. 1 year
  • Paid periodically
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3
Q

What is compound interest? (2)

A
  • Interest is ‘rolled over’/accrued into subsequent periods e.g. yearly
  • Assumes that interest is reinvested
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4
Q

What is reinvestment return? (1)

A
  • Additional income generated through reinvesting income
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5
Q

How do you calculate reinvestment return? (1)

A
  • Compound return - income return from shares
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6
Q

When is the highest future value obtained with interest payments? (1)

A
  • If interest is COMPOUNDED CONTINUOUSLY
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7
Q

What is the compounding formula? (1)

A
  • FV = PV x (1+r)^n
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8
Q

What is the formula for continuous compounding?

A

FV = PV x e^rn
- e = natural exponent [2nd] [In]

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9
Q

What is an annuity? (3)

A
  • Equal cash payments
  • Received or made at regular intervals
  • Over a specified period of time
    E.g mortgage payments, pension
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10
Q

What is a perpetuity and how do you calculate it? (3)

A
  • Equal cash payments
  • Received/paid at regular intervals
  • Over an UNSPECIFIED period of time
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11
Q

What are annual percentage rates? (3)

A
  • The annual cost of borrowing money
  • APR is often charged monthly/quarterly
  • Assumes no compounding

e.g credit cards

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12
Q

How do you calculate APR and monthly rate? (2)

A
  • APR = (1+monthly rate)^12-1
  • Monthly rate = 12 square route APR-1
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13
Q

What is discounting? (1)

A
  • Calculates how much to invest today, given a rate of interest and frequency of payment, in order to achieve a required terminal value in the future
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14
Q

What are the 2 mains DCF techniques used for projects? (2)

A
  • Net present value (NPV)
  • Internal rate of return (IRR)
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15
Q

What is the NPV approach? (2)

A
  • Measures the present value of cash inflows against cash outflows to determine viability of investments
  • NPV = PVi - PVo
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16
Q

When is a project viable according to NPV?

A
  • If NPV is equal to or greater than 0, it is viable. Inflows are greater than or equal to outflows
  • If NPV is less than 0, it is not viable. Outflows are greater than PV inflows
17
Q

What is the internal rate of return? (3)

A
  • Measures the profitability of an investments
  • PV of future cash flows = initial investment
  • Assumes NPV = 0
18
Q

What is the IRR decision rule? (4)

A
  • The IRR must be compared to the company’s cost of capital (equity and debt) to see if the project is viable
  • IRR > CoC (viable)
  • IRR < CoC (not viable)
  • IRR = COC (breakeven)
19
Q

What are the problems with IRR? (4)

A
  • Ignores quantity of earnings
  • Discount cannot be variable
  • Can be multiple IRRs with a number of inflows and outflows
  • If there is a big difference between the IRR and discount rate - can cause conflicting decisions
20
Q

What is better to measure the viability of a project IRR or NPV? (1)

21
Q

How do you calculate the IRR in an exam? (2)

A
  • Trial and error / iterative process until NPV equals 0
  • You use all the multiple choice answers
22
Q

What is the difference between IRR and discount rate? (2)

A
  • IRR is the actual return
  • Discount rate is the required return
23
Q

When might the difference between IRR and discount rate widen? (2)

A
  • Time lags in cash inflows, requiring a larger discount rate
  • Risky, long term projects