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Which equation represents a non-proportional relationship?
Linear Relationship
x = 18
Non-Linear relationship
Week 1
1 night= $45 4 nights=$75
True
(3/1)x
y=2x+7
Angel runs 5 miles and increases her distance by two miles each week. Christy runs 3 miles and increases her distance by 4 miles each week. In how many weeks will Angel and Christy be running the same distance?
Linear Relationship
x = 18
Non-Linear relationship
Week 1
1 night= $45 4 nights=$75
True
(3/1)x
y=2x+7
This set of numbers is a function.(3,12) (6,12) (9,8) (12,4)
Linear Relationship
x = 18
Non-Linear relationship
Week 1
1 night= $45 4 nights=$75
True
(3/1)x
y=2x+7
Make a table using the following sets of numbers. x = 2, 5, 8 and y= 40, 100. 160. Is this a linear relationship?
Linear Relationship
x = 18
Non-Linear relationship
Week 1
1 night= $45 4 nights=$75
True
(3/1)x
y=2x+7
A line passes through the points (-1,-7) and (1,-1). What is the slope of this line?
Linear Relationship
x = 18
Non-Linear relationship
Week 1
1 night= $45 4 nights=$75
True
(3/1)x
y=2x+7
A graph contains a series of dots that are scattered all over the place. If you trace these dots they do NOT create a straight line. In fact there is no pattern at all. Which best describes the set of data described above?
Linear Relationship
x = 18
Non-Linear relationship
Week 1
1 night= $45 4 nights=$75
True
(3/1)x
y=2x+7
Find the value of x given two supplementary angles. Angle A is 2x degrees and Angle B is (3x-5) degrees.
Linear Relationship
x = 18
Non-Linear relationship
Week 1
1 night= $45 4 nights=$75
True
(3/1)x
y=2x+7
The cost for a hotel room in San Antonio area can be found by using the equation y=10x + 35. What will be the cost for 1 night and 4 nights?
Linear Relationship
x = 18
Non-Linear relationship
Week 1
1 night= $45 4 nights=$75
True
(3/1)x
y=2x+7
Check it!