For n - I- the line x - n -2 does not intersect the graph ofA- x-B- cos x-C- sin xD- tan x

The correct option is D tan xThe line x=nπ+π2 does not intersect the graph of tan x ...

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Composition of Trigonometric Functions and Inverse Trigonometric Functions

For n ∈ I, th...

Question

For $n \in I,$ the line $x = n π + \frac{π}{2}$ does not intersect the graph of

cot (x + π)

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cos (x - π)

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sin x

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tan x

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n \in I

x = n π + \frac{π}{2}

\frac{tan 3 x - tan 2 x}{1 + tan 2 x tan 3 x} = 1

x = n π + \frac{π}{4}, \forall n \in I

tan x

x = n π + \frac{π}{2}, n \in I

\frac{t a n 3 x - t a n 2 x}{1 + t a n 3 x t a n 2 x} = 1 \Rightarrow x = n π + \frac{π}{4}, n \in l

t a n x

x = n π + \frac{π}{2}, n \in l

l i m x \to \infty \frac{s i n (2 + \sqrt{3})^{n} π}{(2 - \sqrt{3})^{n}} (n ϵ N) =

The general solution of $t a n x = t a n α, α ϵ (- \frac{π}{2}, \frac{π}{2})$ is

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