(Solved): Solve and explain using C# Only Transform Codes Given an integer array input1[], function tra ...

Solve and explain using C# Only

Transform Codes Given an integer array input1[], function transformCodes returns a String array by following the below steps: Step A) For each number in the array, do the following and produce a String equivalent: Let "answer" be an empty String. Let " \( n \) " be the current element from the array. Step A1) Check whether the length of \( n \) is 6 . If so, concatenate " \( C \) " to answer. Else, concatenate "W" to answer. Step A2) Check whether \( n \) satisfies any of the following four conditions: if \( n \) is 0 , then concatenate alphabet "Z" to answer; if \( \mathrm{n} \) is 1 , then concatenate alphabet " \( \mathrm{O} \) " to answer; if \( \mathrm{n} \) is a Prime number, concatenate alphabet "P" to answer; if \( \mathrm{n} \) is not a Prime number, concatenate alphabet " \( \mathrm{N} \) " to answer; Step A3) Find the sum of all the individual digits in " \( n \) ", till the sum becomes a "single digit". Concatenate that single digit sum to the answer. Step A4) If \( n \) is "even" number, find \( (n / 2) \) and concat it to the answer. Else, find \( (n-1) / 2 \) and concat it to the answer. Step B) Now, We need to accumulate all the answers from StepA4 in one String array and return the same. Assumptions: 1) All the numbers in the input1 array will be \( >=2 \). 2) input1 array will have minimum one element in it. 3) Output array size should be equal to input array size. 4) Input and output are case sensitive. Note: 1) Prime number series is \( 2,3,5,7,11,13 \ldots \)...tc 2) 0 and 1 are neither prime nor composite. Function Prototype: String[] transformCodes(int[] input1) Function Prototype: String [] transformCodes(int[] input1) Sample Input/Output-1: input1[] \( =\{12\} \) output[ \( =\{ \) "WN36" \( \} \) Explanation: Lets consider the first number from the input1 array. Step A1: Initially answer \( =" \) " and \( n=12 \). Length of \( n \) is not 6 . So, answer="W"; Step A2: 12 is not a prime number. So, concatenate " \( \mathrm{N} \) " to answer. Now, answer="WN"; Step A3: Lets find the sum of digits till it becomes a single digit. \( 1+2=3 \). So, concatenate "3" to answer. Now, answer="WN3"; Step A4: \( n=12 \) is an even number. So, \( n / 2=6 \). Concatenate this value to answer. Now, answer \( = \) "WN36". Finally, the resulting String array is \( \{" W N 36 "\} \). We need to return this array. Sample Input/Output-2: input1[] \( =\{123456,1234567\} \) output []\( =\{" \mathrm{CN} 361728 " \), "WN1617283" \( \} \) Explanation: Lets consider the first number from the input1 array. Step A1: Initially answer=" " and \( n=123456 \). Length of \( n \) is 6 . So, answer="C"; Step A2: \( \mathrm{n} \) is not a prime number. So, concatenate " \( \mathrm{N} \) " to answer. Now, answer \( = \) "CN"; Step A3: Lets find the sum of digits till it becomes a single digit. \( 1+2+3+4+5+6=21 \) which is a two digit number. So, let us find the sum of the digits in \( 21 . \) That is, \( 2+1=3 \) which is a single digit number. So, concatenate "3" to answer. Now, answer="CN3"; Step A4: \( n=123456 \) is an even number. So, \( n / 2=61728 \). Concatenate this value to answer. Answer for the first number is "CN361728". Lets consider the second number from the input1 array. Step A4: \( n=123456 \) is an even number. So, \( n / 2=61728 \). Concatenate this value to answer. Answer for the first number is "CN361728". Lets consider the second number from the input1 array. Step A1: Initially answer=" " and \( n=1234567 \). Length of \( n \) is 7 . So, answer="W"; Step A2: \( \mathrm{n} \) is not a prime number. So, concatenate " \( \mathrm{N} \) " to answer. Now, answer="WN"; Step A3: Lets find the sum of digits till it becomes a single digit. \( 1+2+3+4+5+6+7=28 \) which is a two digit number. So, let us find the sum of digits in \( 28 . \) That is, \( 2+8=10 \) which is also a two digit number. Let us again find the sum of digits in 10 . That is, \( 1+0=1 \) which is a single digit number. So, concatenate "1" to answer. Now, answer="WN1"; Step A4: \( n=123457 \) is an odd number. So, \( (n-1) / 2=617283 . \) Concatenate this value to answer. Answer for the second number is "WN1617283". Finally, We need to accumulate result for each of the input number. Hence, the resulting String array is \( \{" \mathrm{CN} 361728 \) ", "WN1617283" \( \} \). We need to return this array.