Question

To find the inverse secant of a real number x such that x≥1​, convert the inverse secant to an inverse

Answer 1

x > 1
x = secX > 1
inverse secant to an inverse = arcsec x > 1

Answer 2

We have that "To find the inverse secant of a real number x such that x≥1​, convert the inverse secant to an inverse __Cosine__

Trigonometry of real numbers

Generally, secant of a real number x is given as

secx

Therefore, the inverse secant to an inverse

$x=\frac{1}{secx}$

x=cosx

Therefore,  statement is given as "To find the inverse secant of a real number x such that x≥1​, convert the inverse secant to an inverse __Cosine__"

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Complete Question

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