/tmp/896877-14733494433012486-16294-15830.dvi

Suppose f is a continuous function on [2, 2] such that

f(2) = 1, f(2) = 1.

Which of the properties below follow with- out further restriction on f by applying the Intermediate Value Theorem?

/tmp/896877-14733494433012486-16294-15830.dvi

A. f(x)+10on(2,2); B. f2(c) 1forallcin(2,2); C. f(c)=0forsomecin(1,1).

1. B only 2. A and C only

3. C only 4. none of them

5. B and C only

6. all of them

7. A and B only

8. A only