Number Representation: The base of the number in mathematical expressions is specified by a subscript. Example: In “ 1011 2 ”, the subscript “2” denotes that the number “1011” is interpreted as a binary number. In “ 5267 8 ”, the subscript “8” denotes that the number “5267” is interpreted as an octal number. In “ 5324 16 ”, the subscript “16” denotes that the number “5324” is interpreted as a hexadecimal number. The base of the number can also be explicitly represented by placing a letter at the end. Example: The letter “H” at the end of the number “5324H”, is denotes that the number “5324” is a hexadecimal number. The letter “B” at the end of the number “1011B”, is denotes that the number “1011” is a binary number.

Question

Write a program that reads a list of integers from input and determines if the list is a palindrome (values are identical from first to last and last to first). The input begins with an integer indicating the length of the list that follows. Assume the list will contain a maximum of 20 integers. Output "yes" if the list is a palindrome and "no" otherwise. The output ends with a newline. Hints: - use a for loop to populate the array based on the specified size (the first number entered) - use a for loop to check first value with last value, second value with second from end, etc. - if the values do not match, set a Boolean variable to flag which statement to output (yes or no) Ex: If the input is (remember to include spaces between the numbers): 6 1 5 9 9 5 1 the output is: yes Ex: If the input is: 5 1 2 3 4 5 the output is: C++ coding

Answer 1

Question

Chapter 3, Problem 1RQ

Program Plan Intro

Number Representation:

The base of the number in mathematical expressions is specified by a subscript.

Example:

In “10112”, the subscript “2” denotes that the number “1011” is interpreted as a binary number.

In “52678”, the subscript “8” denotes that the number “5267” is interpreted as an octal number.

In “532416”, the subscript “16” denotes that the number “5324” is interpreted as a hexadecimal number.

The base of the number can also be explicitly represented by placing a letter at the end.

Example:

The letter “H” at the end of the number “5324H”, is denotes that the number “5324” is a hexadecimal number.

The letter “B” at the end of the number “1011B”, is denotes that the number “1011” is a binary number.

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