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توضیحات

Module of compound interest factors which includes single payment, uniform payment series, and arithmetic gradient calculations

ویژگی	مقدار
سیستم عامل	-
نام فایل	compoundinterest-0.0.1
نام	compoundinterest
نسخه کتابخانه	0.0.1
نگهدارنده	[]
ایمیل نگهدارنده	[]
نویسنده	Zaafirrahman
ایمیل نویسنده	zaafir123rahman@gmail.com
آدرس صفحه اصلی	https://github.com/zaafirrahman/compoundinterest
آدرس اینترنتی	https://pypi.org/project/compoundinterest/
مجوز	MIT

# **COMPOUND INTEREST FACTORS** This is a module of compound interest factors which includes single payment, uniform payment series, and arithmetic gradient calculations ### **By Zaafirrahman** ## **Installation** This library can be installed by the pip command, open your terminal and type in the following command... ```python pip install compoundinterest ``` ## **Functions of this library** First import the library using this command ```python import compoundinterest as ci ``` and then proceed to call the functions ## Single Payment ## `ci.fp()` This function can be used to calculate compound interest factor of future value based on present value ## `ci.pf()` This function can be used to calculate compound interest factor of present value based on future value ## Uniform Payment Series ## `ci.fa()` This function can be used to calculate compound interest factor of future value based on annual value ## `ci.af()` This function can be used to calculate compound interest factor of annual value based on future value ## `ci.pa()` This function can be used to calculate compound interest factor of present value based on annual value ## `ci.ap()` This function can be used to calculate compound interest factor of annual value based on present value ## Arithmetic Gradient ## `ci.pg()` This function can be used to calculate compound interest factor of present value based on gradient value ## `ci.ag()` This function can be used to calculate compound interest factor of annual value based on gradient value ## **The parameters** **i (interest rate)** - Interest rate (without percent) used in the calculation **n (time period)** - Investment time period (in year/s) used in the calculation ### **Example :** You are saving $ 30,000 USD in the bank at an interest rate of 10% annually. How much will it be worth when you take it in 5 years? In this case, the variables that you already know are present value ($ 30,000 USD), interest rate (10%), and investment period (5 years). Whereas the variable that you are looking for is the future value. So you will need the `ci.fp()` function with the following calculations: ```python >>> import compoundinterest as ci >>> ci.fp(10,5)*30000 48315.30000000002 ``` So, your money in the next 5 years is $ 48,315.3 USD

نحوه نصب

نصب پکیج whl compoundinterest-0.0.1:

pip install compoundinterest-0.0.1.whl

نصب پکیج tar.gz compoundinterest-0.0.1:

pip install compoundinterest-0.0.1.tar.gz