1. Reverse a number (integer) by iterative program. Reverse a number: Input: prompt user to enter an integer. Output: print out the integer reversely. e.g.: if user enters 12345, your output will be...

Extracted text: 1. Reverse a number (integer) by iterative program. Reverse a number: Input: prompt user to enter an integer. Output: print out the integer reversely. e.g.: if user enters 12345, your output will be 54321. 2. Reverse a number (integer) by recursive program. 3. ADT array-based polynomials a. Input/output Input: (1) The degree of the polynomial (the highest degree of all the terms in the polynomial) (2) The coefficient for each term from the highest degree to the lowest degree Output: Print out the polynomial. e.g.: if user enters 3 for the degree of the polynomial and enters 7, 0, 9, 10 for each term from the highest degree to the lowest degree, then the output will be: 7x^3+9x+10 b. Evaluation Once the polynomial has been entered by the user, prompt the user to enter the value of x and evaluate the polynomial and print out the value of the polynomial. e.g. if user enter 2 for the value of x (that is, x=1), then you evaluate the polynomial as 7*2^3+9*2+10=84 and you print out the value of the polynomial is 84.


Extracted text: c. Add two polynomials. Prompt the user to enter two polynomials (as above in step a), then add these two polynomials and print out the result. e.g.: for the first polynomial, the user enters 3 for the degree of the polynomial and enters 7, 0, 9, 10 for each term from the highest degree to the lowest degree; for the second polynomial, the user enters 2 for the degree of the polynomial and enters 1, 2, 3 for each term from the highest degree to the lowest degree, then you have: 1st polynomial: 7x^3+9x+10 2nd polynomial: x^2+2x+3 After you add these two polynomials: your have 7x^3+x^2+11x+13.