Unlock access to all the studying documents.
View Full Document
Larson_Calculus_10e ch13sec02
MULTIPLE CHOICE
1. Find by using the limits and
.
2. Find by using the limits and
.
4. Determine the continuity of the function .
6. Determine the continuity of the function .
8. Determine the continuity of the function .
11. Use polar coordinates to find the limit. [Hint: Let and , and note that
implies .]
12. Use polar coordinates to find the limit . [Hint: Let and
, and note that implies .]
13. Use polar coordinates and L’Hopital’s Rule to find the limit.
14. Determine the continuity of the function .
15. Discuss the continuity of the function.
is continuous everywhere except at those points such that .
is continuous everywhere except at those points such that .
is continuous at those points such that .
is continuous only when .
is continuous everywhere in the xy-plane.
16. Determine the continuity of the composite function where and .
17. Find the limit for the function .
18. Find the limit for the function .
19. Find the limit for the function .
20. Find the limit for the function .
21. Use spherical coordinates to find the limit
[Hint: Let and , and note that
implies .]