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Review Preview. Find the x and y intercepts of the following functions:. Library of Functions. 2.4. Constant Function. where b = any real number Domain: all real numbers Range: set consisting of a single number

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Review Preview

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  1. Review Preview • Find the x and y intercepts of the following functions:

  2. Library of Functions 2.4

  3. Constant Function • where b = any real number • Domain: all real numbers • Range: set consisting of a single number • The function is an even function whose graph is a horizontal line

  4. Linear Function • Domain: all real numbers • Range: all real numbers • Its graph is a line whose slope is 1 and y-intercept is 0. • The line consists of all points for which the x-coordinate equals the y-coordinate • It is an odd function that increases over its domain

  5. Quadratic Function • Domain: all real numbers • Range: the set of nonnegative real numbers • Graph is a parabola whose intercept is at (0,0) • It is an even function that is decreasing on the interval and increasing on the interval

  6. Cubic Function • Domain: all real numbers • Range: all real numbers • It is an odd function that is increasing on the interval

  7. Square Root Function • Domain: all nonnegative real numbers • Range: all nonnegative real numbers • The intercept is at (0, 0) • It is neither odd or even and is increasing on the interval

  8. Cube Root Function • Domain: all real numbers • Range: all real numbers • The intercept is at (0, 0) • It is an odd function that is increasing on the interval

  9. Rational Function • Domain: all real number; except • Range: all real number; except • The graph has no intercepts • It is an odd function and is decreasing on the intervals and

  10. Absolute Value Function • Domain: all real numbers • Range: all real numbers greater than or equal to zero • It’s intercept is at (0, 0) • It is an even function, decreases on the interval and increases on the interval

  11. Greatest Integer Function • Domain: all real numbers • Range: the set of integers used • Its is discontinuous - it has gaps or holes(meaning it cannot be drawn without lifting the pencil)

  12. Homework • Pg 97 #9 – 24 all

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