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(3, 2) 2 -3 (-4, -3) -2 (5, -2) 1. a) Find: f(3) = ______

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Presentation on theme: "(3, 2) 2 -3 (-4, -3) -2 (5, -2) 1. a) Find: f(3) = ______"— Presentation transcript:

1 (3, 2) 2 -3 (-4, -3) -2 (5, -2) 1. a) Find: f(3) = ______
b) For what values of x is f(x) = 3? ____ c) For what values of x is f(x) = -4? ____

2 (3, 2) 2 -3 (-4, -3) -2 (5, -2) 1. a) Find: f(3) = ______
{ } b) For what values of x is f(x) = 3? _______ -1, 2 (-1, 3) and (2, 3) c) For what values of x is f(x) = -4? ____ { } -5 (-5, -4)

3 {x  R| x  5} or x  ] -, 5] {y  R| y  6} or y  ] -, 6]
d) State the Domain of f. ______________ y-int {x  R| x  5} or x  ] -, 5] e) State the Range of f. ______________ zeros {y  R| y  6} or y  ] -, 6] f) State the zeros of f. ______________ g) What is the y-intercept ______________ x { } -2, 4 y = 6

4 x  [ -2, 4 ] x  ]-, -2]  [4, 5] x  ]-, 0] x  [0, 5]
h) For what interval is the function positive? ____________________ x  [ -2, 4 ] i) For what interval is the function negative? ____________________ x  ]-, -2]  [4, 5] j) For what interval is the function increasing? ____________________ x  ]-, 0] x  [0, 5] k) For what interval is it decreasing? _________

5 y = 6 Absolute max y = -2 Relative min
Identify and classify the extrema: max: ______________ ____________________ min: ________________ y = 6 Absolute max y = -2 Relative min


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