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The equations y = tan^2 (x) and y = 1 are graphed below. According to the graphwhich of the following is part the solution to the trigonometric inequality tan^2 (x) < 1 over the interval 0 <= x <= 2pi radians?

The equations y tan2 x and y 1 are graphed below According to the graphwhich of the following is part the solution to the trigonometric inequality tan2 x lt 1 o class=

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Answer: a

Step-by-step explanation:

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The part of the solution of the equation that lies in the solution region of the inequality is x = π/6, the correct option is A.

What is an Inequality?

An Inequality is a statement that is formed when two expressions are joined using an inequality operator.

The equation is

y = tan²x

y = 1

the inequalities are

tan²x < 1   ( 0≤ x ≤ 2π)

The graph of the system of equations and the inequality is plotted, and attached with the answer.

The answer can be seen as  x = π/6.

To know more about Inequality

https://brainly.com/question/20383699

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