02-04 Relations Functions

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    02-04 Relations Functions - Presentation Transcript

    1. Relations & functions With Domain & Range
    2. Relations
      • A set of ordered pairs or a data table.
    3. Function
      • A set of ordered pairs or a data table in which the x’s don’t repeat.
    4. Function?
      • (-2, 4), (-1, 1), (0,0), (1,1), (2,4)
      • Yes
      • (-2, 4), (-1, 1), (0,0), (-1,1), (-2,4)
      • No
    5. Function rule
      • An equation that describes a function
    6. Example:
      • y=3x+4
      • 3x+4=y
      • 4+3x=y
      • Same equation
    7. y =3 x +4 OUTput (dependent variable) INput (independent variable)
    8. Function Machine
    9. Function Machine
    10. Terms to use
      • x
      • Independent Variable
      • Input
      • Domain
      • y
      • Dependent Variable
      • Output
      • Range
    11. Domain & Range
      • Just a list of the x’s or y’s in brackets { }.
      • Usually from least to greatest
    12. Domain & Range
      • D={x, x, x}
        • {list the x’s. Leave out duplicates.}
      • R={y, y, y}
        • {list the y’s. Leave out duplicates.}
    13. Find Domain & Range
      • (-2, 4), (-1, 1), (0,0), (1,1), (2,4)
      • For the domain, grab the x’s
      • D={-2, -1, 0, 1, 2}
      • For the range, grab the y’s
      • R={0, 1, 4}
    14. Evaluate the function rule:
      • y= x – 1 for x = -2
      • y= ( ) – 1
      • Don’t forget those ( )!
      • y= ( -2 ) – 1
      • y= -3
    15. Find the range for the function:
      • When the domain is {-3, 0, 3}
      • p = 4q – 6
      • y = 4x – 6 (this is the one you put in your calculator!)
    16. Find the range for the function:
      • Write it three times:
      • y = 4( -3 ) – 6 y=
      • y = 4( 0 ) – 6 y=
      • y = 4( 3 ) – 6 y=
    17. Find the range for the function:
      • Make sure your stat plot is off.
      • Go to y= and enter the equation y = 4x – 6
      • Enter 2 nd /Graph to get the TABLE
      • See your answers?
    18. Find the range for the function:
      • Write it three times:
      • y = 4( -3 ) – 6 y= -18
      • y = 4( 0 ) – 6 y= -6
      • y = 4( 3 ) – 6 y= 6
    19. Review
      • Function?
      • Relation?
      • Domain?
      • Range?
      • Function rule?

    + Bitsy GriffinBitsy Griffin, 2 years ago

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