How do you graph $y = 3 csc 2 (x - \frac{3 π}{4})$ $y=3csc2(x-(3pi)/4)$ ?

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Answer 1 · 2016-12-08T17:14:58

Graph is inserted. See explanation.

$y = - 3 csc (\frac{3}{2} π - 2 x) = 3 csc 2 x$ $y=-3csc(3/2pi-2x)=3csc2x$

$| y | \geq 3$ $|y|>=3$

In the graph, $π = 3.14$ $pi=3.14$ , nearly.

The period for the graph is $\frac{2 π}{2} = π$ $(2pi)/2=pi$ .
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Sample period: $x \in (0 . π)$ $x in (0. pi)$ ..

graph{ysin(2x)-3=0 [-20, 20, -10, 10]}

How do you graph y=3csc2(x−3π4)y=3csc2(x-(3pi)/4)?