Question

evaluate limit x-0 tanx°/x

Answer 1

Answer:

Step-by-step explanation:

Answer 2

• SOLUTION:-

$\tt \: lim_{x \to 0} \: \: \frac{ \tan(x°) }{x} \\ \\ \tt \implies\: lim_{x \to 0} \: \: \frac{ \tan(x) }{x} \\ \\ \tt \: \implies 1$

• Explanation:-

Here θ is measured in radian.

And 0° = 0 radian.

This was Limit of trigonometric Function.

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More Information:

1) lim x->0 (θ/sinθ) = 1

2) lim x-> 0 (tanθ/θ) = 1

3) lim x-> 0 (θ/tanθ) = 1

4) lim x->0 (sin pθ/pθ) = 1

5) lim x ->0 (tan pθ/pθ) = 1

6) lim x->0 (pθ/tan pθ) = 1

7) lim x->0 (pθ/ sin pθ) = 1