Formulas and table structures Flashcards
Promissory Notes table structure
- Due Date
- Payment Date
- Nominal Value
- Bank Fee
- time
- Annual Discount
- Days per year
- Discount interests
- Fee amount
- Total discount
- Proceeds
- Effective Rate Compound
- Effective Rate Simple
Elements given in promissory notes exercises
- Due Date
- Payment Date
- Nominal Value
- Bank Fee
- Annual Discount
- Days per year
time formula (promissory notes)
=Days360(Payment Date; Due Date; TRUE)
Discount interests formula (promissory notes)
=Nominal valueAnnual Discounttime/Days per year
Fee amount formula (promissory notes)
=Bank Fee*Nominal Value
Total Discount formula (promissory notes)
=ADD(Discount interests:Fee amount)
Proceeds formula (promissory notes)
=Nominal Value-Discount interests-Fee amount
Effective Rate Compound formula (promissory notes)
=((N/P)^(B/t))-1
Effective Rate Simple formula (promissory notes)
=(N/P-1)*(B/t)
If we are told to calculate profit obtained from a long-term investment, which table do we use?
- FV
- PV
- NPER
- Annual Return
Which elements are we given in annual return exercises?
- FV
- PV
- NPER
Annual Return formula
=((FV/PV)^(1/NPER))-1
If we are told to calculate the time it takes to get from PV to FV, which table do we use?
- interest rate
- FV
- PV
- NPER SIMPLE
- NPER COMPOUND
Which elements are we given in an NPER exercises?
- interest rate
- FV
- PV
NPER SIMPLE formula
=(FV/PV-1)/i
NPER COMPOUND formula
=LN(FV/PV)/LN(1+i)
Hamburg method table structure
- Effective Balance
- Nº of Days
- Value
- interest rate
- Days per year
- interest rate (30 days)
Elements given in Hamburg method
- Effective balance
- Nº of days
- interest rate
- Days per year
Value formula (Hamburg method)
=Effective Balance*Nº of days
interest rate (30 days) formula (Hamburg method)
=Total Value/Days per year*i
Simple/Compound capitalization Future Value table structure
- interest rate
- Investment
- Nº of years
- Years
- Simple capital
- Simple interest
- Simple End of year
- Compound capital
- Compound interest
- Compound End of year
- TOTAL (column)
- FV (column)
Elements given in FV capialization exercises
- interest rate
- Investment
- Nº of years
- Years
- Simple capital
- Compound capital (Only Co)
Simple interest formula (FV capitalization)
=i*Cn
Simple End of Year formulas (FV capitalization)
=ADD(Co;i)
=End of Year-1+Simple interestn
Compound capital formula (FV capitalization)
=Compound capital-1+Compound interest-1
Compound interest formula (FV capitalization)
=i*Cn
Compound End of Year formula (FV capitalization)
=ADD(Cn:i)
TOTAL column calculations (FV capitalization)
=ADD(simple interest row)
=ADD(compound interest row)
FV column calculations (FV capitalization)
- Simple End of Year =FV(i;Nº Years;i;Investment;0)
- Compound End of Year =FV (i;Nº Years;;-Investment;0)
PV/FV (CF given) table structure
- interest rate
- Year
- Cash Flow
- PV
- FV
- Nº of Years
- NPV
PV/FV (CF given) given elements
- interest rate
- Year
- Cash Flow
- Nº of Years
PV formula
=CFn/(1+i)^Yearn
FV formula
=CFn*(1+i)^(Years-Yearn)
NPV formulas
=CFn/(1+i)^n
=NPV(i;CF row)-TOTAL NPV
Deposits table structure
- Co
- n
- EAR
- m
- Capitalization frequency
- APR
- im
- Cf
- I
- HPR
- Global m
- Global EAR
- Total Return
- Global EAR
Given elements in deposits exercises
- Co
- n
- EAR
- Capitalization frequency
m formula (deposits)
=Capitalization frequency/n
APR formula (deposits)
=((EAR+1)^(1/Capitalization frequency)-1)*Capitalization frequency
im formula (deposits)
=APR/m
Cf formula (deposits)
=Co*(1+im)
I formula (deposits)
=Cf-Co
HPR formula (deposits)
=(1+im)*(1+im)….. (1+im)-1
Global m formula (deposits)
=(n1+n2)/months
Global EAR formula 1 (deposits)
=((1+HPR)^(1/Global m))-1
Total Return formula (deposits)
=Cf/Co-1
Global EAR formula 2 (deposits)
=((1+Total Return)^(1/Global m))-1
PV/FV (APR given) table structure
- APR
- m
- im
- Cash Flow
- PV
- FV