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11 Nov 2019
A line has the parametric equation 1 + L, = -2 + t, and =1 + t. Calculate at the distance from P to the line. The line segments of length of its perpendicular to the line. A is an arbitrary point on the line and v is a direction vector for the line. This is a geometry problem first. Start by finding d in terms of |AP| and the small angle between AP and v. Next, show how to this equation so it a error product between AP and v. Finally, compute A.
A line has the parametric equation 1 + L, = -2 + t, and =1 + t. Calculate at the distance from P to the line. The line segments of length of its perpendicular to the line. A is an arbitrary point on the line and v is a direction vector for the line. This is a geometry problem first. Start by finding d in terms of |AP| and the small angle between AP and v. Next, show how to this equation so it a error product between AP and v. Finally, compute A.
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Nelly StrackeLv2
29 Oct 2019