Properties of Vertex Form
Solving for x
Simplifying Square Roots
Multiplying Binomials
Misc. Vertex Form
100

What is the vertex of this function f(x)=-2(x-3)2+1?

(3,1)

100

Solve for x, 7x2-6=57

x= +/- 3

100

What is √64?

8

100

(x+6)(x+7)

x2-13x-42

100

What is the domain of any (continuous) quadratic function?

(-∞,∞)

200

Does this function have a minimum or a maximum?

f(x)=-2(x-3)2+1

Maximum

200

Solve for x, 3x2+7=301

x= +/- 7√2

200

What is √27?

3√3

200

(x+2)(x-5)

x2-3x-10

200

What is the range of this function, f(x)=(x+2)2-1?

[-1,∞)

300

How does the "h" value in vertex form change what the graph looks like?

It moves the graph either left or right from the origin.

300

Solve for x, (x-5)2=36

x=-1 and 11

300

What is √48?

4√3?

300

(x-3)(x+3)

x2-9

300

What is the range of this function, f(x)=x2-4?

[-4,∞)

400

What two (2) different things does the "a" value tell us about the graph of a function in vertex form?

1) Will the graph open up or down

2) Will the graph get skinnier or wider (A big number will make it skinnier, a fraction will make it wider)

400

Solve for x, 1/4(x+1)2-11=14

x= 9 and -11

400

What is √5*√5?

5

400

(x-5)2

x2-10x+25

400

Given the function, f(x)=-2(x-3)2+1, find f(5).

f(5)=-7

500

Write the equation of a quadratic function with a vertex of (-3,-1) and a second point of (-2,-2)

f(x)=-(x+3)2-1

500

Solve for x, 10(x-5)2=440

x= +/- 2√11 +5

500

What is √36/4 ?

3

500

(2x+5)(2x-2)

4x2+6x-10

500

Solve: -49=-2(x-3)2+1

x=8 and -2

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