simplify the following expression for the given value of x. assume the …
$2\tan\theta$
$2\tan\theta$
simplify the following expression for the given value of x. assume the angle \\(\\theta\\) is acute. \\(\\sqrt{x^2 - 4}\\) if \\(x = -2\\sec \\theta\\)
simplify the following expression for the given value of x. assume the angle \\(\\theta\\) is acute. \\(\\sqrt{x^2 - 4}\\) if \\(x = -2\\sec \\theta\\)
$$\sqrt{(-2\sec\theta)^2 - 4}$$
$$\sqrt{4\sec^2\theta - 4}$$
$$\sqrt{4(\sec^2\theta - 1)}$$
$$\sqrt{4\tan^2\theta}$$
$$2|\tan\theta|$$
$$2\tan\theta$$
$2\tan\theta$
$$\sqrt{(-2\sec\theta)^2 - 4}$$
$$\sqrt{4\sec^2\theta - 4}$$
$$\sqrt{4(\sec^2\theta - 1)}$$
$$\sqrt{4\tan^2\theta}$$
$$2|\tan\theta|$$
$$2\tan\theta$$
$2\tan\theta$
simplify the following expression for the given value of x. assume the angle \\(\\theta\\) is acute. \\(\\sqrt{x^2 - 4}\\) if \\(x = -2\\sec \\theta\\)
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