2.1 Rectangular Coordinates and Graphs
2.2 Circles
2.3 Functions
2.4-2.5 Linear Functions and Equations of Lines
2.6-2.7 Graphs of Basic Functions and Graphing Techniques
100

A(n) ______ consists of two components, written inside parentheses.

What is an Ordered Pair

100

The Center radius form of a circle. 

What is (x-h)2+(y-k)2=r2

100

Is the following relation a function (3,-1), (4,2), (4,5), (6,8). If yes state domain and range in interval notation. 

What is no, x repeats. 

100

Write an equation of the line through the pont (-4,1) having a slope of -3.

What is y= -3x - 11

100

Describe the continuity of a quadratic parent graph. Make sure your answer is in interval notation.

What is (-infinity,infinity)

200

find the distance and midpoint of the coordinates.

(-5,-6),(7,-1)

What is the distance=13 midpoint=(1,-7/2)

200

There are how many points on the graph of x2+y2=0 and it/they are what coordinates. 

What is one point at (0,0). 

200

Find g (1/3) if g(x)= -x2+4x+1

What is 3.

200

What is the equation for a horizontal line through the point (a,b)

What is y = b

200

Draw an example of origin symmetry.

What is a circle

300

Find the coordinates of the other endpoint of each line segment, given its midpoint and one endpoint.

midpoint (5,8), endpoint (13,10)

What is (-3,6)

300

Find the shortest distance from the origin to the graph of the circle with equation x2-16x+y2-14y+88=0

What is the square root of 113 minus 5. 

300

Put x+3y=12 into function notation.

What is f(x)=-1/3x+4

300

Find the slope of the line through (-4,8) and (2,-3)

What is -11/6

300

DAILY DOUBLE

Give the equation of the greatest integer function.

What is f(x)= [[x]]

400

 Determine whether the 3 points P,Q,R are collinear.

P(0,9),Q(-3,-7),R(2,-15)

What is not collinear. 

400

Decide whether or not the equation has a circle as its graph, if it does give the center and radius, if it doesn't describe the graph. 

The equation is 9x2=9y2-6x+6y-23=0

What is yes; center: (1/3, -1/3); radius 5/3

400

DAILY DOUBLE

Name the point that the cubic function parent graph is increasing using interval notation.

What is (0,infinity)

400

Write an equation in both slope-intercept and standard form of the line that passes through the point (3,5)

What is y= -2/5x + 4/5 and 2x + 5y = 4

400

Determine whether the graph of the equation is symmetric with respect to the origin axis.


x2 + y2 = 16

What is yes

500

Determine whether the three points P,Q,R are the vertices of a right triangle.

P(-6,-4),Q(0,-2),R(-10,8)

What is yes.

500

DAILY DOUBLE 

Find the coordinates of all points whose distance from (1,0) is the square root of ten and whose distance from (5,4) is the square root of ten. 

Hint: Put in center radius form first!!!

What is (2,3) and (4,1).

500

 The domain of a square root function parent graph. 

What is (0,infinity)

500

In 2009, Cooper spent $2,800 on cheeseburgers. In 2013, Cooper spent a whopping $8,000. Assume a linear relationship, and find the average rate of change in the amount of money spent on cheeseburgers.

What is $1,300

500

If a>1, is the graph a representation of a vertical shrinking or vertical stretching?

What is vertical stretching
M
e
n
u