Name:     ID: 
 
Email: 

Instructor Name:    
 
Instructor Email: 

Algebra 1 Chapter 10 Test B

 1. 

The graph of which function is shown?
mc001-1.jpg
a.
mc001-2.jpg
c.
mc001-4.jpg
b.
mc001-3.jpg
d.
mc001-5.jpg
 

 2. 

Identify the domain and range of sa002-1.jpg. Compare the graph of g with the graph of sa002-2.jpg.
 

 3. 

Describe the transformations applied to the graph of the parent function sa003-1.jpg used to graph sa003-2.jpg.
 

 4. 

The graph of a square root function h is shown in the graph, and sa004-1.jpg. Describe the values of x for which h and g are both defined and explain how you found your answer.
sa004-2.jpg
 

 5. 

The graph of g is shown below. The graph of g can be obtained by applying horizontal and vertical shifts to the parent function mc005-1.jpg. What is g?
mc005-2.jpg
a.
mc005-5.jpg
b.
mc005-6.jpg
c.
mc005-7.jpg
d.
mc005-8.jpg
 

 6. 

The graph of which function is shown?
mc006-1.jpg
a.
mc006-2.jpg
c.
mc006-4.jpg
b.
mc006-3.jpg
d.
mc006-5.jpg
 

 7. 

Describe the transformations applied to the graph of the parent function sa007-1.jpg used to graph sa007-2.jpg.
 

 8. 

Solve mc008-1.jpg.
a.
mc008-2.jpg
c.
mc008-4.jpg
b.
mc008-3.jpg
d.
no solution
 

 9. 

Solve mc009-1.jpg.
a.
mc009-2.jpg
c.
mc009-4.jpg
b.
mc009-3.jpg
d.
no solution
 

 10. 

Solve mc010-1.jpg.
 

 11. 

Solve mc011-1.jpg.
a.
mc011-2.jpg
c.
mc011-4.jpg
b.
mc011-3.jpg
d.
no solution
 

 12. 

Find the inverse of mc012-1.jpg.
a.
mc012-2.jpg
c.
mc012-4.jpg
b.
mc012-3.jpg
d.
mc012-5.jpg
 

 13. 

Find the equation for the inverse relation of mc013-1.jpg, mc013-2.jpg.
a.
mc013-3.jpg
c.
mc013-5.jpg
b.
mc013-4.jpg
d.
mc013-6.jpg
 

 14. 

Find the inverse of mc014-1.jpg.
a.
mc014-2.jpg
c.
mc014-4.jpg
b.
mc014-3.jpg
d.
mc014-5.jpg
 

 15. 

Which is the equation of the inverse of mc015-1.jpg?
a.
mc015-2.jpg
c.
mc015-4.jpg
b.
mc015-3.jpg
d.
mc015-5.jpg
 

 16. 

Two vertical poles of lengths 2.1 meters and 9.9 meters stand some distance apart, as shown. A rope 13 meters long reaches from the top of one pole to the point on the ground equidistant from the poles and then to the top of the other pole. How far apart are the poles?
(Figure not drawn to scale.)

pr016-1.jpg
 



 
         Start Over