Quadratic Graphs
Quadratic properties
Solving Quadratic Functions
Exponential Functions Review
Linear functions Review
100

The number of zeros a quadratic function can have.

0, 1, or 2

100

Standard form:

y=ax2+bx+c

100

Find the vertex for: 

y=x2+10x+6

(-5, -19)

100

y=1200(1.3)t

growth or decay

growth


100

what is slope-intercept form?

y=mx+b

200

The shape of a quadratic function graphed is called:

a parabola

200

Vertex form:

y=a(x-h)2+k

200

Find the zeros for the following:

y=3(x-6)(x+4)

x=6 & x=-4

200

y=55(0.98)t

Decay


Decay


200

what does the "b" represent in a linear function?

the y-intercept

300

The name of the line that divides a quadratic function exactly in half.

The axis of symmetry.
300

The value of "a" for a graph of a quadratic function opening downward.

Negative

300

What are the coordinates of the y-intercept & vertex for the quadratic function: 

y=x2-4x+8

y-intercept: (0,8)

vertex: (2,4)

300

y=10(1.04)t

a. initial value

b. rate or growth or decay (as a %)

a. 10

4%

300

what does the "m" represent in a linear function?

the slope

400

The name of the turning point for a quadratic function.

The vertex.

400

The "c" value in standard form tells you what characteristic of the graph.

y-intercept

400

Rewrite in vertex form: 

y=x2+12x+32

y=1(x+6)2-4 or 

y=(x+6)2-4

400

y=14000(0.92)t

a. initial value

b. rate or growth or decay (as a %)

a. 14000

b. 8%

400

rewrite the equation in slope-intercept form:

4x-y=6

y=4x-6

500

The other two names that x-intercepts can be called.

roots and zeros

500

what properties does the standard form tell us about parabolas when graphed?

direction it opens "a" & y-intercept "c"

500

what is the value of h & k?

y=-2(x+5)2-6

h=-5 & k=-6

500

The first year of a charity walk event had an attendance of 500. The attendance y increases by 5% each year. How many people will attend in the 10th year? Round your answer to the nearest person.

814 people

500

A plumber charges $25 for a service call plus $50 per hour of service.  Write an equation in slope-intercept form for the cost, C, after h hours of service.

c=50h+25