Consider the lines x = -1+ 2s x - 5 l1 : 3 and l2: y...
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Consider the lines x = -1+ 2s x - 5 l1 : 3 and l2: y = s %3D z = 5+ s Find two unit vectors that are parallel to (1. Determine the acute angle between lị and l2. (Express your answer in terms of an inverse trigonometric expression). Find the coordinates of the point of intersection P of l1 and l2. Find the symmetric equations of the line through P that is perpendicular to both l1 and lz. [3 pts] Find the point-normal equation of the plane containing both f1 and l2. Consider the lines x = -1+ 2s x - 5 l1 : 3 and l2: y = s %3D z = 5+ s Find two unit vectors that are parallel to (1. Determine the acute angle between lị and l2. (Express your answer in terms of an inverse trigonometric expression). Find the coordinates of the point of intersection P of l1 and l2. Find the symmetric equations of the line through P that is perpendicular to both l1 and lz. [3 pts] Find the point-normal equation of the plane containing both f1 and l2.
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