Hello can you help me this python program. In the program could you add the test cases ive attached below. Thank you!

Lab$3$: Interest calculator $-$ CNET$-142$

For this lab, write a python program so it will continuously be asking user for inputs to calculate the

interest earned until the user enters number $0($zero$)$ in principle. Once the user enters any number less

or equal to $0$ in principle, the program will exist. Submit your python program and screenshot of your

program output.

HINT: Use while loop to ask user for inputs.

Assuming the following variables:

$p$ holds the initial principle balance

$r$ holds the annual interest rate

$n$ holds how many times the interest compound in a year

$t$ holds how many years will the account earn interest

To calculate ending total balance:

total $=p^{**}(1+$ float $\frac{\frac{r}{100}}{n}{)}^{****}(n^{**}t)$

interest $=$ total $-p$

Make sure your number output only has $2$ decimal points.

Your program should have work similar to the one below. For inputs, use the highlighted in yellow as

the test case input. For number outputs, it must be $2$ decimal points format. For example, if the

number is $477\mathrm{.}232885,$ it must be displayed as $477\mathrm{.}23$ with two decimal points.

For every lab, you must print out your name and time when you run your program at the beginning of

your program $($your lab $1).$

YOU MUST USE the test cases below as your input:CNET$-142-$ Introduction to Python

CNET$-142$: Ron Sha $-$ Lab $3$: Interest Rate

$2020-05-2519$:$38$:$24$

Enter the starting principal, $0$ to quit: $12000$

Enter the annual interest rate : $1\mathrm{.}95$

How many times per year is the interest compounded? $365$

For how many years will the account earn interest? $2$

At the end of $2\mathrm{.}0$ years you will have $$12,477\mathrm{.}23$ with interest earned $$477\mathrm{.}23$

Enter the starting principal, $0$ to quit: $3000$

Enter the annual interest rate : $1\mathrm{.}89$

How many times per year is the interest compounded? $1$

For how many years will the account earn interest? $1$

At the end of $1\mathrm{.}0$ years you will have $$3,056\mathrm{.}70$ with interest earned $$56\mathrm{.}70$

Enter the starting principal, $0$ to quit: $0$

Program existing $....$

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