Name: 
 

Section 01-08 Sample Quiz - Solving Quadratics by Quadratic Formula



Multiple Choice
Identify the choice that best completes the statement or answers the question.
 

 1. 

What is the discriminant of the following quadratic equation:

mc001-1.jpg


a.
60
c.
72
b.
68
d.
86
 

 2. 

The discriminant of a quadartic equation is 40.  What is the nature of the solutions?
a.
2 Real Irrational Solutions
c.
1 Real Rational Solutions
b.
2 Real Rational Solutions
d.
2 Imaginary Solutions
 

 3. 

Using the quadratic formula determine the solutions to the following equation:

mc003-1.jpg


a.
mc003-2.jpg
c.
mc003-4.jpg
b.
mc003-3.jpg
d.
mc003-5.jpg
 

 4. 

Using the quadratic formula determine the solutions to the following equation:

mc004-1.jpg


a.
mc004-2.jpg
c.
mc004-4.jpg
b.
mc004-3.jpg
d.
mc004-5.jpg
 

 5. 

Using the quadratic formula determine the solutions to the following equation:

mc005-1.jpg


a.
mc005-2.jpg
c.
mc005-4.jpg
b.
mc005-3.jpg
d.
mc005-5.jpg
 

 6. 

Using the quadratic formula determine the solutions to the following equation:

mc006-1.jpg


a.
mc006-2.jpg
c.
mc006-4.jpg
b.
mc006-3.jpg
d.
mc006-5.jpg
 

 7. 

Use the Pythagorean Theorem to find an approximate value of x that makes the diagram true.mc007-1.jpg
a.
mc007-2.jpg
c.
mc007-4.jpg
b.
mc007-3.jpg
d.
mc007-5.jpg
 

 8. 

A catapult launches a rock at a castle. The height of the rock can be described by the model:

mc008-1.jpg

mc008-2.jpg
h’ describes the height of the rock in feet and ‘t’ the time in seconds after the rock was launched.

At what approximate times does the rock reach a height of 280 feet
(use the quadratic formula)
a.
mc008-3.jpg
c.
mc008-5.jpg
b.
mc008-4.jpg
d.
The rock  never reaches that height.
 



 
Check Your Work     Start Over