What are the domains and ranges of the following functions? Function Domain (Choose one) y= secx Range (Choose one) Domain (Choose one) y= sin'x Range (Choose one) Domain (Choose one) y= tanx Range (Choose one)

is there any relationship between the graphs of functions which are reciprocal to each other like the sine and cosecant functions, cosine and secant, tangent and cotangent functions? what will those be?

Describe the specific differences between the attributes of y=sin (x) and its reciprocal function and for y=cos (x) and its reciprocal. How do the domain and range for the functions versus their reciprocal function change?

Find the derivative of the trigonometric function. y = x + cot x

Can we use the same techniques to find the derivatives of the other three inverse trigonometric functions—arccosine, arccotangent, and arccosecant?

Find exact function values for: a. sin(α/2) b. cos(α/2) c. tan (α/2) cosα = 12/13, (3π)/2 < α < 2π

Find range of function f(x) = [1 - 4*sin(x)]/[sin(x)+2].

Find the derivative of y= sec(x) tan(x) Give clear steps and explanations.

Verify the tangent line approximation of the function at the given point. Then use a graphing utility to graph the function and its approximation in the same viewing window.                                                                                            Function f(x) = √(x + 4)            Approximation = 2 + x/4           Point (0, 2)

Find the derivative of the trigonometric function. y = cos((pix)8)