Determine whether Rolle's theorem can be applied to
t
on the
c

f(x)=9cos(\pi x),[0,2]

◻
Yes, Rolle's theorem can be applied. No, because
f
is not continuous on the closed interval
a,b
. No, because
f
is not differentiable on the open interval
(a,b)
. No, because
f(a)!=f(b)
. If Rolle's theorem can be applied, find all values of
c
in the open interval
(a,b)
such that
f^(')(c)=0
. (Enter your answers as a comma-separated list. If Rolle's theorem cannot be applied, enter NA.)
d=

◻
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◻

Question

Determine whether Rolle's theorem can be applied to

t

on the

c

f(x)=9cos(\pi x),[0,2]

◻

Yes, Rolle's theorem can be applied. No, because

f

is not continuous on the closed interval

a,b

. No, because

f

is not differentiable on the open interval

(a,b)

. No, because

f(a)!=f(b)

. If Rolle's theorem can be applied, find all values of

c

in the open interval

(a,b)

such that

f^(')(c)=0

. (Enter your answers as a comma-separated list. If Rolle's theorem cannot be applied, enter NA.)

d=

◻

Need Help?

◻

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