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Write each equation in function form. 11.) x 2y = 8 12.) 6x + 2y = 9 13.) 6y + 3x + 9 = 0 14.) 5x y = 4 Tell if each is parallel, perpendicular or neither. Solve for y and compare slopes. Be sure to write each slope clearly. 15.) y 17.) 3 x2 4 and 4x 3y 1 16.) 2 x y 2 and y = 2x +9 18.) 19.) 20.) 21.) 22.) Is the following a function? Explain your answer. 23.) 24.) 25.) 26.) 27.) y = 0.2x + 45 x = the amount of miles y = the total cost a.) What is the slope and explain its meaning in this problem. b.) What is the y-intercept and explain its meaning in this problem. 28.) A rental car company charges a base fee of $40 plus $0.50 per mile. a.) Write an equation to calculate the cost of the rental as a function of miles. b.) What is the slope? Explain what this means in the rental car problem. c.) What is the y-intercept? What does this mean in the rental car problem?