python计算连续复利_复利的Python程序

python计算连续复利

Given principle amount, rate and time and we have to find the compound interest in Python.

给定原理量，速率和时间，我们必须找到Python的复利 。

计算复利 (Calculate compound interest)

To calculate compound interest, we use the following formula,

要计算复利，我们使用以下公式，

    P(1 + R / 100)^T

Where,

哪里，

P – Principle amount
P –本金
R – Rate of the interest, and
R –利率，以及
T – Time in the years
T –岁月

Example:

例：

    Input:
p = 250000
r = 36
t = 1
# formula
ci =  p * (pow((1 + r / 100), t)) 
print(ci)
Output:
339999.99999999994

Python程序找到复利 (Python program to find compound interest)

# Python program to find compound interest 
p = float(input("Enter the principle amount : "))
r = float(input("Enter the rate of interest : "))
t = float(input("Enter the time in the years: "))
# calculating compound interest
ci =  p * (pow((1 + r / 100), t)) 
# printing the values
print("Principle amount  : ", p)
print("Interest rate     : ", r)
print("Time in years     : ", t)
print("compound Interest : ", ci)

Output

输出量

First run:
Enter the principle amount : 10000
Enter the rate of interest : 3.5
Enter the time in the years: 1
Principle amount  :  10000.0
Interest rate     :  3.5
Time in years     :  1.0
compound Interest :  10350.0
Second run:
Enter the principle amount : 250000
Enter the rate of interest : 36
Enter the time in the years: 1
Principle amount  :  250000.0
Interest rate     :  36.0
Time in years     :  1.0
compound Interest :  339999.99999999994