d. L=limx → 0(2 sin x-sin 2 x)/(2 tan x-tan 2 x)

Name: d. L=limx → 0(2 sin x-sin 2 x)/(2 tan x-tan 2 x)
Uploaded: 2024-10-22T08:12:11-08:00
Duration: 2 min 10 s
Channel: Numerade
Description: d. L=limx → 0(2 sin x-sin 2 x)/(2 tan x-tan 2 x)

Question

Sam Stansfield · Answer

We want to evaluate this limit so we can see easily that it goes to zero over zero. We&#x27;ll use Lo

Zhumagali Shomanov · Answer

In this question, we&#x27;re asked to find the limit of tangent to x over x as x goes to 0. First of

Stephen Hobbs · Answer

If we were to plug in 0, we&#x27;d end up with 0 over 0. And so we know that we must do something els

Harmender Singh Yadav · Answer

In this question, we need to evaluate the given limit, that is limit X tends to 0 over the, that

Stephen Hobbs · Answer

If we were to plug in 0, we&#x27;d end up with 0 over 0. And so we know that we must do something els

Question

d. \( L=\lim _{x \rightarrow 0} \frac{2 \sin x-\sin 2 x}{2 \tan x-\tan 2 x} \)

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