Rewrite the given python program such that it doesn't use the ** operator and also use a for-loo

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Question

Rewrite the given python program such that it doesn't use the operator and also use a for-loop to compute x = bn in the following way: r = 1 for counter in range (n): r = r * b You may assume that n is always an int value. Given Python Program The formula for computing the final amount if one is earning compound interest is given on Wikipedia as $A = P(1 + \frac{r}{n})^{nt}$ Where, \begin{itemize} \item P = principal amount (initial investment) \item r = annual nominal interest rate (as a decimal) \item n = number of times the interest is compounded per year \item t = number of years \end{itemize} Write a Python program that assigns the principal amount of 10000 to variable P, assign to n the value 12, and assign to r the interest rate of 8% (0.08). Then have the program prompt the user for the number of years, t, that the money will be compounded for. Calculate and print the final amount after t years. P = 10000 n = 12 r = 0.08 t = int(input("Compound for how many years? ")) final = P * (((1 + (r/n)) ** (n * t))) print ("The final amount after", t, "years is", final)

          Rewrite the given python program such that it doesn't use the ** operator and also use a for-loop to compute  x = b**n in the
following way:
r = 1
for counter in range (n):
r = r * b
You may assume that n is always an int value.
Given Python Program
The formula for computing the final amount if one is earning compound interest is given on Wikipedia as
$A = P(1 + \frac{r}{n})^{nt}$
Where,
\begin{itemize}
    \item P = principal amount (initial investment)
    \item r = annual nominal interest rate (as a decimal)
    \item n = number of times the interest is compounded per year
    \item t = number of years
\end{itemize}
Write a Python program that assigns the principal amount of 10000 to variable P, assign to n the value 12,
and assign to r the interest rate of 8% (0.08). Then have the program prompt the user for the number of
years, t, that the money will be compounded for. Calculate and print the final amount after t years.
P = 10000
n = 12
r = 0.08
t = int(input("Compound for how many years? "))
final = P * (((1 + (r/n)) ** (n * t)))
print ("The final amount after", t, "years is", final)

Rewrite the given python program such that it doesn't use the ** operator and also use a for-loop to compute x = b**n in the
following way:
r = 1
for counter in range (n):
r = r * b
You may assume that n is always an int value.
Given Python Program
The formula for computing the final amount if one is earning compound interest is given on Wikipedia as
A = P(1 + (r)/(n))^nt
Where,

* P = principal amount (initial investment)

* r = annual nominal interest rate (as a decimal)

* n = number of times the interest is compounded per year

* t = number of years

Write a Python program that assigns the principal amount of 10000 to variable P, assign to n the value 12,
and assign to r the interest rate of 8% (0.08). Then have the program prompt the user for the number of
years, t, that the money will be compounded for. Calculate and print the final amount after t years.
P = 10000
n = 12
r = 0.08
t = int(input("Compound for how many years? "))
final = P * (((1 + (r/n)) ** (n * t)))
print ("The final amount after", t, "years is", final)

Added by Rick W.

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