Financial mathematic formula sheet, Cheat Sheet of Financial Accounting

Finance formula sheet with present and futures value annuities and sinking fund and annuities & amortization.

Typology: Cheat Sheet

2021/2022

Uploaded on 02/07/2022

ebby
ebby 🇺🇸

4.2

(17)

243 documents

1 / 1

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1
Formulas for Finance Math
m = the number of compunding periods per year.
(annually m=1, semiannually m=2, quarterly m=4, monthly m=12, daily m=365)
r = the annual interest rate as a decimal. (12% = 0.12)
t = the time in years. (6 months = 0.5 years)
Simple Interest
(P = principal)
Simple Interest Future Value Present Value
I = Prt A = P + Prt PA
rt
=+
()1
Compound Interest
(P = principal)
Future Value Present Value Continuous Compounding
( e = 2.71828)
AP r
m
mt
=+
1 PA
r
m
mt
=
+
1
A = Pert P = Aert
Future Value: Annuities and Sinking Funds
(FV = future value=S, PMT = payment=R)
FV PMT
r
m
r
m
mt
=
+
11
PMT FV
r
m
r
m
mt
=
+
11
Present Value: Annuities and Amortization
(PV = present value=P, PMT = payment=R)
PV PMT
r
m
r
m
mt
=
−+
−⋅
11
PMT PV
r
m
r
m
mt
=
−+
−⋅
11

Partial preview of the text

Download Financial mathematic formula sheet and more Cheat Sheet Financial Accounting in PDF only on Docsity!

Formulas for Finance Math

m = the number of compunding periods per year. (annually m =1, semiannually m =2, quarterly m =4, monthly m =12, daily m =36 5 ) r = the annual interest rate as a decimal. (12% = 0.12) t = the time in years. (6 months = 0.5 years)

Simple Interest ( P = principal)

Simple Interest Future Value Present Value

I = Prt A = P + Prt P A rt

Compound Interest ( P = principal)

Future Value Present Value Continuous Compounding ( e = 2.71828)

A P r m

m t =  + ^

⋅ 1 P A r m

= m t  + ^

⋅ 1

A = Pe rt^ P = Aert

Future Value: Annuities and Sinking Funds ( FV = future value=S, PMT = payment=R)

FV PMT

r m r m

m t

^

^

^

⋅ 1 1 PMT FV

r m r m

= m t

^

^

^

⋅ 1 1

Present Value: Annuities and Amortization ( PV = present value=P, PMT = payment=R)

PV PMT

r m r m

m t

^

^

− ⋅ 1 1 PMT PV

r m r m

= m t

^

^

− ⋅ 1 1