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Find the limits.$$\lim _{x \rightarrow 0} \frac{\tan 3 x^{2}+\sin ^{2} 5 x}{x^{2}}$$

28

Calculus 1 / AB

Chapter 1

LIMITS AND CONTINUITY

Section 6

Continuity of Trigonometric, Exponential, and Inverse Functions

Functions

Limits

Continuous Functions

Campbell University

Baylor University

University of Nottingham

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Brooklyn. Number 40. The limits off extends to zero. Oh, then that's the access. Where? Well, sign square. Dr X Over. It's just weird. Ah, which can beat it. And as then three x were over. Its is where us? So it we're five. It's over. Excess were which can be also written as three times sign. It's where the XT Where over three Xs. Where times one over or sign. But he excess were plus 25 Sign where or five x over 25. It's extra square. Ah, the limit extends to therefore signed Square three. Answer. Spread over three. X squared is equal to one, and the limits were went over. Society X squared when extends to zero, is equal to one plus 25 times the limit for science. Weird five x over. Ah 25. It's where 25 in its worst and beating. And that's fine. X Would where so science were five X over five x. Older square is equal to one square, so the thunder answer would get three times 25 6 20 Hey,

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