1. Squeeze Theorem & Intermediate Value Theorem
Section 1-3 continued

2. Properties Of Limits
Trigonometric Functions 1. 2. 3. 4. 5. 6.

3. 10) find
11) find

4. Squeeze (Sandwich) Theorem
Let be functions satisfying
for all x near c, except possibly at c. If
Then

5. Squeeze Theorem pg 65

6. 12) Show that

7. 13) Find graphically

8. Special Trig Limits
Memorize
These!!
= 0

9. 14) Find

10. 15) find

11. Intermediate Value Theorem
A function that is exist for all real numbers x in the closed interval [a,b] takes on every value between
A continuous function can not skip values

12. Intermediate Value Theorem
An intuitive example An airplane takes off and climbs from 0 to 10,000 ft At some point the planes altitude was exactly 8371 ft. Existence of a zero: if and

13. 16) Use the IVT to find the value c if the function
exists for all real numbers on

14. 17) If exists for all real x (continuous) and
which of the following values must exist on the domain
I II III.

15. Homework
Page 67 # 27-34, all Worksheet 1-3