# Review For Quadratics Test

**Topics:**Factorization, Quadratic equation, Graph theory

**Pages:**6 (269 words)

**Published:**November 9, 2014

I. Graphing from Vertex Form – Graph the following functions

(a) (b)

II. Graphing from Factored Form

(a) (b)

III. Graphing from Standard Form by Completing The Square – Graph the following functions by completing the square to get vertex form

(a) (b)

IV. Graphing from Standard Form using –b/2a – Graph the following functions without completing the square

(a) (b)

V. Graphing from Standard Form by Factoring – Graph the following functions by factoring first (a) (b)

VI. Determining the Equation from a graph or table – Determine the equation for each function. Don’t forget to solve for the a-value.

x

g(x)

-2

0

-1

15

0

24

3

15

4

0

VII. Converting from Vertex Form to Standard Form – Convert the following functions into Standard Form

(a) (b)

VIII. Converting from Factored Form to Standard Form – Convert the following functions into Standard Form

(a) (b)

IX. Converting from Standard Form to Factored Form – Factor the following functions to write them in Factored Form

(a) (b)

(c) (d)

X. Converting from Standard Form to Vertex Form by Completing The Square – Complete the square to write the following functions in Vertex Form

(a) (b)

XI. Converting from Standard Form to Vertex Form using –b/2a – Convert the following functions into Vertex Form without completing the square

(a) (b)

XII. Finding Zeros from Factored Form – Find the zeros of the following functions

(a) (b)

XIII. Finding Zeros from Standard Form (by Factoring) – Find the zeros of the following functions by factoring first

(a) (b)

(c) (d)

XIV. Finding Zeros from Vertex Form – Find the zeros of the following functions

(a) (b)

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