Question: 1. Describe three different ways to solve a quadratic equation. Describe the strengths and limitations of each method, and explain how you would decide which

1. Describe three different ways to solve a quadratic equation. Describe the strengths and limitations of each method, and explain how you would decide which one to use to solve a particular problem. 2. Derive the quadratic formula from the standard form (ax + bx+ c = 0) of a quadratic equation by following the steps below. a. Divide all terms in the equation by a. b. Subtract the constant (the term without an x) from both sides. C. Add a constant (in terms of a and b) that will complete the square. d. Take the square root of both sides of the equation. e. Solve for x. 3. Write a linear equation that intersects y= x at two points. Then write a second linear equation that intersects y= x at just one point, and a third linear equation that does not intersect y= x. Explain how you found the linear

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