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The trigonometric function $y=\tan x$ in the II quadrant
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increases from $-\infty$ to 0
Given, function $y=\tan x$
We know that, $\tan x$ is increasing in all the quadrants and for II quadrant the value of $x$ is considered as $(-\infty, 0)$.
Hence, $y=\tan x$ increase from $-\infty$ to 0 .
We know that, $\tan x$ is increasing in all the quadrants and for II quadrant the value of $x$ is considered as $(-\infty, 0)$.
Hence, $y=\tan x$ increase from $-\infty$ to 0 .
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