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[Solved]Java Program Use Java Import Comments Explain Code Q37274981

For a given integer n> 1, the smallest integer d>1 that divides n is a prime factor We can find the prime factorization of njava program use java import and comments to explain thecodeFor a given integer n> 1, the smallest integer d>1 that divides n is a prime factor We can find the prime factorization of n if we find d and then replace n by the quotient of n divided by d, repeating this until n becomes 1. Write a java progranm that uses a stack to print the prime factors of a positive integer in descending order. For example, for n 3960, your program should produce 11 5 3 3 2 2 2 1. Show the ArrayStackADT interface 2. Create the ArrayStackDataStrucClass<T> with the following methods: default constructor, overloaded constructor, copy constructor, initializeStack, isEmptyStack, isFullStack, push, peek, void pop 3. Create the PrimeFactorizationDemoClass: instantiate an ArrayStackDataStrucclass<Integer>object with 50 elements. Use a try- catch block in the main() using pushes/pops. 4. Exception classes: StackException, StackUnderflowException, StackOverflowException 5. Show the 4 outputs for the following: 3.9601 234222,22213 780 Print out the ADT, Stack class, and a screen shot of the output Show transcribed image text For a given integer n> 1, the smallest integer d>1 that divides n is a prime factor We can find the prime factorization of n if we find d and then replace n by the quotient of n divided by d, repeating this until n becomes 1. Write a java progranm that uses a stack to print the prime factors of a positive integer in descending order. For example, for n 3960, your program should produce 11 5 3 3 2 2 2 1. Show the ArrayStackADT interface 2. Create the ArrayStackDataStrucClass with the following methods: default constructor, overloaded constructor, copy constructor, initializeStack, isEmptyStack, isFullStack, push, peek, void pop 3. Create the PrimeFactorizationDemoClass: instantiate an ArrayStackDataStrucclassobject with 50 elements. Use a try- catch block in the main() using pushes/pops. 4. Exception classes: StackException, StackUnderflowException, StackOverflowException 5. Show the 4 outputs for the following: 3.9601 234222,22213 780 Print out the ADT, Stack class, and a screen shot of the output

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