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Solve the given problems.Evaluate $\left.\lim _{\theta \rightarrow 0}(\tan \theta) / \theta . \text { [Use the fact that } \lim _{\theta \rightarrow 0}(\sin \theta) / \theta=1 .\right]$

Calculus 1 / AB

Chapter 27

Differentiation of Transcendental Functions

Section 1

Derivatives of the sine and Cosine Functions

Derivatives

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broken Number 35. The limits of data tends to see you off status. Where? Over one minus school. Fine data. Which Ah, first we went a month. Apply bullfights by one plus course. Sign faith. Answer with a friend and answer for that would be data squared well, but one minus was signed. It's where it's time. One plus well, Science. Faith there Well, but later, over one one, Minus school Science Data, which is signed. This where faith there and the limit for status squared over sine squared later is equal toe one and the limit for one plus co sign data is one, and we treat is equal to zero cosigned. Zero resigns here is equal to one is one plus one since one plus one. Who's the one time student?

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