1) Consider the equation for the area of a rectangle with width 1 inch less than its length. If x is the length, then the area y is given by. a) Y = x² (x - 1) b) Y = x (x - 1) c) Y = (l) (w) d) Y = l (x - 1)

2) Determine the slope of the following function: 4y - 3x = 8 a) 4/3 b) 0 c) 2 d) 3/4

3) Determine if the following equation specify functions with independent variable x: Y² - X² = 9, X IS A REAL NUMBER a) Cannot be determined. b) Specify a function c) X is not a real number d) Does not specify a function

4) Find the domain of the function specified by the equation, assuming that x is the independent variable: Y = 4x a) x 4 b) x > 4 c) x < 4 d) 0

5) Function evaluation: For f(x) = 12/ (x-2), g(x) = 1 - X², h(x) = x1 evaluate; f (0) + g (1) - h (10) a) 9. b) -6 c) -9 d) 0