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A line has a slope of 88 and includes the points (0,2)(0,2) and (1,g)(1,g). What is the value of gg?\newlineg=___g = \_\_\_

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Full solution

Q. A line has a slope of 88 and includes the points (0,2)(0,2) and (1,g)(1,g). What is the value of gg?\newlineg=___g = \_\_\_
  1. Solve for g: Now we will solve for g.\newline8=g−218 = \frac{g - 2}{1}\newlineMultiply both sides by 11 to isolate the term with gg.\newline8×1=g−28 \times 1 = g - 2\newline8=g−28 = g - 2
  2. Isolate g term: Next, we add 22 to both sides of the equation to solve for gg. \newline8+2=g−2+28 + 2 = g - 2 + 2\newline10=g10 = g

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