What are the important information needed to graph $y= 3tan(2x - pi/3)$ ?

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What are the important information needed to graph $y= 3tan(2x - pi/3)$ ?

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Answer 1 · 2015-11-14T01:01:26

Phase shift, period and amplitude.

Explanation:

With the general equation $y=atan(bx-c)+d$ , we can determine that $a$ is the amplitude, $pi/b$ is the period, $c/b$ is the horizontal shift, and $d$ is the vertical shift. Your equation has all but horizontal shift.

Thus, the amplitude $=3$ , period $=pi/2$ , and horizontal shift $=pi/6$ (to the right).

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What are the important information needed to graph $y= 3tan(2x - pi/3)$ ?

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What are the important information needed to graph y= 3tan(2x - pi/3) y= 3tan(2x - pi/3) ?

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Explanation:

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What are the important information needed to graph $y= 3tan(2x - pi/3)$ ?