1. Solve the following inequality: 4 (x-2) < 1 (x-6) 5 3

2. State which subset the following fall into (R, Q, Z, N, W, Ir) a)-cos п/6 b)-5.5

3. Write the equation of the line for the following: Passes through (0,1) and is perpendicular to the line 8x-13y = 13

4. Given the center and radius, write the standard form of a circle: C(-1,5) r = √10

5. Label the vertex, axis of symmetry, and intercepts for the following parabola. Y = -x² + 4x

6. Find the domain and range of the given function: a)f(x) = 1 + x² b)F(x) = 1 √4 - z²

7. Identify the type of functions below (linear, power, polynomial, rational, algebraic, trigonometric, exponential, logarithmic) a)F(x) = √z³ + 1 b)F(x) = tan πx

8. F(x) = x-3, g(x) = √x, h(x) = x³, j(x) = 2x Compose the following: a) (f◦j)(x) b) (b◦f)(x) + (j◦f)(x)

9. If cos x = ⅓ and is in the interval [-π/2, 0] fin sin x. and tan x.

10. Given the following table, find the line of regression : # of sides 3456789 Radius.577.707.8511.001.1521.3061.462