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In this lesson, we will learn how to determine the continuity of a function at a point on the number line by evaluating limits at that point.

Q1:

Find the value of π which makes the function π continuous at π₯ = 3 , given

Q2:

Find the set on which π ( π₯ ) = β π₯ + 1 4 + β 3 β π₯ is continuous.

Q3:

Which of the following holds for π ( π₯ ) = ( β 7 π₯ + 3 ) + 3 5 π₯ 7 s i n ?

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