Find the points of discontinuity of the function
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Answer:
⇒lim
x→2
−
f(x)=
h→0
lim
f(2−h)=
h→0
lim
∣2−h−2∣=
h→0
lim
∣−h∣=0
x→2
+
lim
f(x)=
h→0
lim
f(2+h)=
x→0
lim
∣2+h−2∣=∣h∣=0
and f(2)=∣2−2∣=0
⇒f is continuous at x=2.
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SIMILAR QUESTIONS
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Examine the continuity of the function f(x)=2x
2
−1 at x=3.
Easy
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>
Examine the continuity of the function :
f(x)=2x
2
−1 at x=3.
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