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The points (−7,n)(-7,n) and (−6,8)(-6,8) fall on a line with a slope of 44. What is the value of nn?\newlinen=___n = \_\_\_

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Q. The points (−7,n)(-7,n) and (−6,8)(-6,8) fall on a line with a slope of 44. What is the value of nn?\newlinen=___n = \_\_\_
  1. Points and Slope: Points: (−7,n)(-7, n) and (−6,8)(-6, 8)\newlineSlope: 44\newlineSelect the equation that represents the slope of the line.\newlineSlope =y2−y1x2−x1= \frac{y_2 - y_1}{x_2 - x_1}\newline4=8−n−6+74 = \frac{8 - n}{-6 + 7}
  2. Calculate Slope: 4=(8−n)(−6+7)4 = \frac{(8 - n)}{(-6 + 7)}\newlineSimplify the right side of the equation.\newline4=(8−n)14 = \frac{(8 - n)}{1}
  3. Simplify Equation: 4=8−n4 = 8 - n\newlineSolve for nn.\newline4=8−n4 = 8 - n\newline4−8=−n4 - 8 = -n\newline−4=−n-4 = -n\newlinen=4n = 4

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