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Knowing that the slope is "rise over run," find the slope for the line going through the given ordered pairs. m = ( 4, -1 ), ( 7, 4) Knowing that the slope is "rise over run," find the slope for the line going through the given ordered pairs. m = ( -2, 3 ), ( 1, 1 ) Knowing that the slope is "rise over run," find the slope for the line going through the given ordered pairs. m = ( 5, 0 ), ( 1, 2 ) Knowing that the slope is "rise over run," find the slope for the line going through the given ordered pairs. m = ( -3, -5 ), ( 0, -1 ) Knowing that the slope is "rise over run," find the slope for the line going through the given ordered pairs. m = ( 2, -2 ), ( 3, -5 ) Knowing that the slope is "rise over run," find the slope for the line going through the given ordered pairs. m = ( 4, 3 ), ( 6, 3 ) Knowing that the slope is "rise over run," find the slope for the line going through the given ordered pairs. m = ( -5, 2 ), ( -5, 9 ) Knowing that the slope is "rise over run," find the slope for the line going through the given ordered pairs. m = ( 3, -1 ), ( 1, -5 ) Is the linear equation "direct variation"? y = ⅔x + 3 no yes Is the linear equation "direct variation"? y = -5x no yes Is the linear equation "direct variation"? y = 3x - 8 no yes Is the linear equation "direct variation"? y = ⅛x no yes Find the "constant of variation" for the following Direct Variation equation, through the given point. ( 6, -3 ) k = Find the "constant of variation" for the following Direct Variation equation, through the given point. ( -3, -9 ) k = Find the "constant of variation" for the following Direct Variation equation, through the given point. ( 12, 9 ) k = Find the "constant of variation" for the following Direct Variation equation, through the given point. ( -14, -21 ) k = Knowing that slope is "rise over run," what are the directions given by the following slope? m = ⅝ 5 up, 8 right 5 up, 8 over 5 up, 8 left Knowing that slope is "rise over run," what are the directions given by the following slope? m = -¾ 3 up, 4 right 3 down, 4 left 3 down, 4 right Knowing that slope is "rise over run," what are the directions given by the following slope? m = ⅔ 3 up, 2 left 2 up, 3 over 2 up, 3 right Knowing that slope is "rise over run," what are the directions given by the following slope? m = -2 2 left 2 down, 1 right 2 up, 1 right Identify the slope of the following Linear Equation. y = ⅜x + 2 m = Identify the slope of the following Linear Equation. y = -3x - 4 m = Identify the slope of the following Linear Equation. y = 5 - ½x m = Identify the slope of the following Linear Equation. y = ⅞x m = Identify the slope of the following Linear Equation. y = 5x + 9 m = Identify the slope of the following Linear Equation. 2x + y = 4 m = Identify the y-intercept of the following Linear Equation. y = ⅜x + 2 b = Identify the y-intercept of the following Linear Equation. y = ⅓x - 5 b = Identify the y-intercept of the following Linear Equation. y = 6x + 17 b = Identify the y-intercept of the following Linear Equation. y = ⅝x b = Identify the y-intercept of the following Linear Equation. y = 6 + ¼x b = Identify the y-intercept of the following Linear Equation. 2x + 3y = 6 b = Identify the slope and the y-intercept. y = -3x + 7 m = b = Identify the slope and the y-intercept. y = -4x - 9 m = b = Identify the slope and the y-intercept. x + y = 3 m = b = Identify the slope and the y-intercept. 8x - 4y = -12 m = b = Identify the x & y intercepts. 2x + 3y = 12 x = y = Identify the x & y intercepts. 4x - 6y = 36 x = y = Identify the x & y intercepts. 4x + y = -6 y = x = Identify the x & y intercepts. x - 6y = -12 x = y = |