Exploring Possible Values of Function f(x) = sec X

What are the possible values of f(c) for the function f(x) = sec X?

Choose all answers that apply.

-2.1

-0.8

0.17

1.23

2.18

Answer:

In Knewton Alta, -2.1, 1.23, and 2.18 are the possible values of f(c).

The function f(x) = sec X has a range of {-∞, -1} U {1, ∞}. Therefore, the possible values of f(c) are -2.1, 1.23, and 2.18. These values fall within the range of the secant function.

When evaluating the function f(x) = sec X at a specific value c, we find that f(c) can take on the values of -2.1, 1.23, and 2.18 based on the range of the secant function.

It is important to understand the range of trigonometric functions when determining the possible output values for different input angles. In this case, the values of -2.1, 1.23, and 2.18 are valid outputs for the secant function.

For further information on functions and their ranges, you can refer to resources like textbooks or online materials that explain the properties of trigonometric functions.