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CCA Lesson 2.1.1 - 2.1.2

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  • How many tiles is the pattern growing?
    Adding 4
  • What is the vertical distance for the slope triangle?
    3
  • What is the equation of the line?
    y = 2 x + 2
    y = 1x + 1/2
    y = 1x + 2
    y = 1/2x + 2
  • How is the pattern growing?
    Adding 3
  • How many tiles are in Figure 5?
    11 tiles
  • Write an equation for the number of tiles in this pattern.
    y=2x+1
    y=2x+3
    y=3x+2
    y=5x+2
  • The graph shows a line for a tile pattern. How many tiles are added each time the figure number is increased by 1?
    9 tiles
  • How many tiles are in Figure 0?
    Zero Tiles
  • Where do you look in the equation to see the growth?
    The multiplier (coefficent) of x
  • Write an equation for the pattern.
    y = x + 1
  • What is the slope of the line?
    -1
  • How many tiles is the pattern growing?
    Goes by 2
    Multiply 2
    Subtract 2
    Adding 2
  • Where do you look in the table to see the growth?
    The repeated addition.
  • The growth of a tile pattern is represented by the equation y = 2x +3. What is the starting value?
    3
  • What is the slope of the line?
    2.5
    2/5
    5.2
    5/2
  • Write an equation for the number of tiles in this pattern.
    y=4x+3
  • The growth of a tile pattern is represented by the equation y = 2x +3. How many tiles is the pattern growing?
    Add 2
  • What is the starting value?
    3
  • What is the vertical distance for the slope triangle?
    2
  • What is the starting value?
    7
    1
  • The graph is a function. True or False?
    False
  • Where do you look in the equation to see the starting value?
    The constant that is added.
  • Write an equation that relates the figure number, x, to the number of tiles, y.
    y = 1/2x + 0
  • The graph is not a function. True or False?
    False
  • The graph is a function. True or False?
    True
  • Where do you look in the table to see the starting value?
    Figure 0