
Yefim S. answered 06/09/22
Tutor
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Math Tutor with Experience
f'(0) = lim x→0 (x2sin8/x - 0)/(x - 0) = lim x→0 xsin8/x = 0.
So, f'(0) exist and f'(0) = 0
MICHAEL A.
asked 06/08/22Determine whether f '(0) exists.
f(x) = ![]() |
x2 sin 8/x | |
if x ≠ 0 | ||
0 | if x = 0 |
a)f '(0) does exist b).f '(0) does not exist which is true?
Yefim S. answered 06/09/22
Math Tutor with Experience
f'(0) = lim x→0 (x2sin8/x - 0)/(x - 0) = lim x→0 xsin8/x = 0.
So, f'(0) exist and f'(0) = 0
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