Please solve this MATLAB textbook problem with the changes required in the question.

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MATLAB

8. A certain fishing vessel is initially located in a horizontal plane at.x- 0 and y = 10 mi . It moves on a path for 10 hr such that x = t and y = 0.5 + 10, where t is in hours. An international fishing boundary is described by the line y=2x+6. a. Plot and label the path of the vessel and the boundary. 'b. The perpendicular distance of the point (xi, y1) from the line Ax + By+ C = 0 is given by d A By1 + C where of the fishing 0sts 10 hr the sign is chosen to 0. Use this result to plot the distance make d ng vessel from the fishing boundary as a function of time for