Functions
Linear Functions
Exponential Functions
Quadratic Functions
Miscellaneous
200

What does it mean for a relation, graph, or table to be a function?

Only one input per output.

200

What does the equation and the graph of a linear function look like?

y=mx+b and it makes a line

200

What does the equation and graph look like for an exponential function?

y=abx and it makes a curve

200

What does the graph and equation look like for a quadratic function?

y=ax2+bx+c and it is a parabola

200

Solve:

(x+3)(x+4)

x2+7x+12

400

What is domain and range?

Domain are the x values and range are the y values.

400

What does the m and b stand for in slope intercept form?

m is the slope and b is the y-intercept

400

What three things are needed in order to solve an exponential word problem?

a (inital value), r (rate), and t (time)

400

Where can I find the vertex of a quadratic function?

the highest or lowest point of the graph

400

Solve:

 (x2+2x+5) + (4x-2)

x2+6x+3

600

What is the difference between an even function and an odd function?

Even functions are symmetrical about the y-axis and odd functions are symmetrical about the y-axis

600

What is the slope formula?

y2-y1/x2-x1

600

If b is greater than one this is exponential 

growth

600

Factor the following:

x2+12x+27

(x+3)(x+9)

600

What is the greater than sign of an inequality?

>

800

What is f(2) for the function 6x - 5

7

800

Solve this literal equation for x? y=mx+b

x=y-b/m

800

What are the exponential growth and decay word problem formulas

growth: y=a(1+r)t

decay: y=a(1-r)t

800

What is the quadratic formula?

see board

800

Which variable do we use to find the correlation coefficient?

r

1000

Solve this for r:

V=r2h

see board

1000

A manager of a self-service car wash charges a flat fee in addition to a fee per minute, x, for use of the services. The expression 5 + 0.75x models the scenario. What is true about the slope and y-intercept? 

$5 is the flat rate and 0.75 is the service charge

1000

The value of a car t years after being purchased can be modeled by the function V(t) = 16,000(0.85). What does the 0.85 represent in the function?

The value of the car decreases by 15% each year

1000

Find the following function's vertex, aos, domain, and range.

y=x2-10x+40

(5,15), x=5, all real numbers, y≥15

1000

When solving systems of equations, where do I find my solution?

where the two points intersect

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