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5-2 Homework (5th 6 Weeks, 2nd Week)

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Last updated almost 2 years ago
26 questions
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Question 26
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Find the range for this relation.

Find the range for this relation.



Find the slope of this function.

Find the slope from this equation.

Find the slope from this relation.

Write the equation of the line that goes through


Write the equation of the line that passes through these 2 points.

Write the equation of the line that passes through the point (5,6) and is
PERPENDICULAR to the line

What is the solution to this system of equations?



Hint: Use Menu 3,2 on your calculator
What is the solution to this system of equations?


Factor the following

Factor the following

Find the correct

Roots
Y-intercept
Vertex
Axis of Symmetry

You will select 4 different answers.

Roots are -1 and 5
Roots are -1.5 and 6
Roots are 6 and -9
Y-intercept is -1.5
Y-intercept is 0
Y-intercept is 3
Vertex is (2,-3)
Vertex is (0,0)
Vertex is (6,0)
Axis of symmetry is x=2
Axis of symmetry is x=-9
Axis of symmetry is x=3
Find the correct

Solutions
Maximum
Vertex
Axis of Symmetry
Domain
Range

You will select 6 different answers.



Solutions are 0 and 7.5
Solutions are -3 and 0
Solutions are 9
Maximum is 225 ft
Maximum is 200 ft
Maximum is 7.5 ft
Vertex is (3.75,225)
Vertex is (3,200)
Vertex is (7.5,0)
Axis of symmetry is x=3.75
Axis of symmetry is x=3
Axis of symmetry is x=-3
Domain is all real numbers
Domain is all x values of x less than 3
Domain is all x values between 0 and 7.5
Range is all y values between 0 and 225
Range is all y values
Find the roots for this quadratic function.

no roots
-3
-2 and 9
-2.66 and 8.66
Find the roots for this quadratic function.

The Roots, Solutions, Y-Intercepts or Zeros is -10 and 2
The Roots, Solutions, Y-Intercepts or Zeros is -2 and 2
The Roots, Solutions, Y-Intercepts or Zeros is no roots
The Roots, Solutions, Y-Intercepts or Zeros is -12 and 2
Find the vertex for this quadratic function.

(0,15)
(0,-3)
(2,-7)
(-2,7)
What transformation occurred?


Shifted Right, Shifted Up, Horizontally Compressed
Shifted Right, Shifted Down, Horizontally Compressed
Shifted Left, Shifted Up, Horizontally Compressed
Shifted Left, Shifted Down, Horizontally Compressed