Students are playing a game with polynomials. Each student gets a polynomial and has to answer about it. They take turns factoring their polynomials or finding their zeroes to score points. The student with the most correct answers at the end wins the title of "Polynomial Champion."
Student A: \(4x^{2}-16\), Student B: \(x^{3}+27\),Student C: \(x^{2}-7x+12\), Student D: \(5x-10\), Student E: \(x^{2}+2x+1\)
Questions:
1. Student A's polynomial can be factored as:
2. Student B's polynomial can be factored as:
3. The zeroes of student C's polynomial are:
4. Student E's polynomial is a perfect square. It can be written as: