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Mathematics Mock Test - 11

Limits Questions

ExamTest.live has 1 Limits questions from Mathematics Mock Test - 11, covering years 2026–2026.

1 Limits questions from Mathematics Mock Test - 11 with detailed answers and explanations. Free previous year questions and MCQs.

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Let f (x) = \frac{l o g ( 1 - x + x ^{2} ) + l o g ( 1 + x + x ^{2} )}{s e c x - c o s x} for x \neq = 0 . Then the value of f (0) so that f is continuous at x = 0 is:

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Our database has 1 Limits questions from Mathematics Mock Test - 11 covering 2026 to 2026.

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Visit /tag/limits to see all Limits questions across all exams including AIEEE, AIEEE-CBSE-ENG-03, AIEEE 2004.