Category:Equation of Straight Line in Plane through Two Points
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This category contains pages concerning Equation of Straight Line in Plane through Two Points:
Let $P_1 := \tuple {x_1, y_1}$ and $P_2 := \tuple {x_2, y_2}$ be points in a cartesian plane.
Let $\LL$ be the straight line passing through $P_1$ and $P_2$.
Then $\LL$ can be described by the equation:
- $\dfrac {y - y_1} {x - x_1} = \dfrac {y_2 - y_1} {x_2 - x_1}$
or:
- $\dfrac {x - x_1} {x_2 - x_1} = \dfrac {y - y_1} {y_2 - y_1}$
Pages in category "Equation of Straight Line in Plane through Two Points"
The following 8 pages are in this category, out of 8 total.
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- Equation of Straight Line in Plane through Two Points/Examples
- Equation of Straight Line in Plane/Two-Point Form
- Equation of Straight Line in Plane/Two-Point Form/Determinant Form
- Equation of Straight Line in Plane/Two-Point Form/Parametric Form
- Equation of Straight Line in Plane/Two-Point Form/Proof 1
- Equation of Straight Line in Plane/Two-Point Form/Proof 2
- Equation of Straight Line in Plane/Two-Point Form/Proof 3
- Equation of Straight Line in Plane/Two-Point Form/Proof 4