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Kay [80]
3 years ago
15

"Do Exercise 6.4 from your textbook using recursion and the is_divisible function from Section 6.4. Your program may assume that

both arguments to is_power are positive integers. Note that the only positive integer that is a power of "1" is "1" itself. After writing your is_power function, include the following test cases in your script to exercise the function and print the results: print("is_power(10, 2) returns: ", is_power(10, 2)) print("is_power(27, 3) returns: ", is_power(27, 3)) print("is_power(1, 1) returns: ", is_power(1, 1)) print("is_power(10, 1) returns: ", is_power(10, 1)) print("is_power(3, 3) returns: ", is_power(3, 3)) You should submit a script file and a plain text output file (.txt) that contains the test output. Multiple file uploads are permitted. Don’t forget to include descriptive comments in your Python code. Your submission will be assessed using the following Aspects. A. Does the submission include the is_divisible function from Section 6.4 of the textbook? B. Does the submission implement an is_power function that takes two arguments? C. Does the is_power function call is_divisible? Does the is_power function call itself recursively? D. Does the is_power function include code for the base case of the two arguments being equal? E. Does the is_power function include code for the base case of the second argument being "1"? F. Does the submission include correct output for the five test cases"

Arts
1 answer:
statuscvo [17]3 years ago
7 0

Answer:

The explanation of this program is written below in explanation section

Explanation:

def Is_Power(x,y):#defining power function

   print(pow(x,y));#using built-in "pow(base,exp)" function

Is_Power(10,2)#checking 10 raise to power 2  

Is_Power(27,3)#checking 27 raise to power 3  

Is_Power(1,1)#checking 1 raise to power 1

Is_Power(10,1)#checking 10 raise to power 1

Is_Power(3,3)#checking 3 raise to power 3

# however, it is noted that this symbol is used for comments

# Is_Power(10,2) is equal to 100  

# Is_Power(27,3) is equal to 19683

# Is_Power(1,1) is equal to 1

# Is_Power(10,1) is equal to 10

# Is_Power(3,3) is equal to 27

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