Consider the following statements in respect of the given function : f(x)= cases x^3 |x| , & x 0 0, & x=0...

Question

Consider the following statements in respect of the given function : f(x)= cases x^3 |x| , & x 0 0, & x=0 cases I. f(x) is continuous everywhere. II. f(x) is differentiable everywhere. Which of the statements given above is/are correct?

Accepted Answer

(C)

NDA 2026 Mathematics question

Solution

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