Determine whether the following functions are continuous at a given point. Show your complete solution.
1. Ζ(π₯) = π₯2β4 at π₯ = 2 π₯β2
2. Ζ(π₯) = π₯2β25 at π₯ = 2 π₯β5
"f(x)=x^2-4" is continuous at any point since it is a polynomial. Hence it is continuous at given point.
"f(x)=x^2-25" is continuous at any point since it is a polynomial. Hence it is continuous at given point.
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