[August SAT Math] Every Type of Parabola questions [Part 2] - Tips/Tricks to Always Get Them Right 

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Welcome to today’s video on Part 2 of Parabola/quadratics. We are going to go over the 3 types of questions you must know to answer all the parabola/quadratics questions on the SAT.
Type 1: How to find a vertex
What you need to know - Two methods to find them (-b/2a & midpoint formula of roots). Because only -b/2a was covered in this video, the midpoint method is covered in the private lecture above
How to recognize - The question will talk about the maximum/minimum/lowest/highest/vertex
What to be aware of - Vertex ONLY exists for a parabola/quadratic function - meaning the highest exponent has to be [2]. If it’s a line or a cubic function, DO NOT FIND THE VERTEX. Vertex is only applicable in the parabola.
Type 2: Representing VERTEX as Constant/coefficients
What you need to know - Vertex form: y=a(x-h)^2 + K
How to recognize - Usually would have the words “represent MAXIMUM/MINIMUM as constant or coefficients” in them.
What to be aware of - Do not get confused with representing the “roots, zeros, solutions, x-intercepts” as constants & coefficients (which is type #3).
Type 3: Representing ROOTS/ZEROS/X-INTERCEPTS
What you need to know - Standard Form - Just a factored version of the original parabola equation
How to recognize - the question will have a similar phrase like “represent ROOTS/ZEROS/X-INTERCEPTS as constants or coefficients.”
What to be aware of: Do not get mixed up with representing VERTEX/MINIMUM/MAXIMUM as constant or coefficients (Type #2)
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