Mastering the Symmetric and Parametric Forms of a Straight Line 📐
Learn how to derive and understand the symmetric and parametric equations of a straight line, including the key theorem involving inclination and a point on the line. Boost your geometry skills today!
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Lesson#16
Symmetric Form or Parametric Form of equation of straight line (2)
THEOREM: Equation of a straight line whose inclination is a and a point of line is Q(x1, y1) is written as
x - x1/cos a = y - y1/sin a = r
Here "r" is parameter and is directed distance between given point and arbitrary point.
Symmetric Form or Parametric Form of equation of straight line (2)
THEOREM: Equation of a straight line whose inclination is a and a point of line is Q(x1, y1) is written as
x - x1/cos a = y - y1/sin a = r
Here "r" is parameter and is directed distance between given point and arbitrary point.
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153
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Duration
7:53
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Published
Jul 24, 2015
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