The challenge is to create your own polynomials following the required conditions. Each of your polynomials must include all work showing how you created your final solution. Write each polynomial in two equivalent forms: standard form (ax2 + bx + c) and factored form. 1. Create a polynomial whose GCF is 2x. 2. Create a polynomial with a factor of (x + 1). 3. Create a polynomial with a factor of (2y - 3x). 4. Create a polynomial that is a difference of perfect squares. 5. Create a trinomial with a factor of (y + 4) and a GCF of 3y. Bonus. Create a polynomial that matches the graph.