In this lesson, we will learn how to check the continuity of a function at a given point.
Students will be able to
Q1:
Discuss the continuity of the function π at π₯=π2, given π(π₯)=ο΄β7π₯+7π₯,π₯β€π2,62π₯β1,π₯>π2.sincoscos
Q2:
Given π(π₯)=1π₯, if possible or necessary, define π(0) so that π is continuous at π₯=0.
Q3:
Given π(π₯)=π₯+π₯β2π₯β1ο¨, if possible or necessary, define π(1) so that π is continuous at π₯=1.
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