Coordinate Geometry: Parallel Line Through a Point
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Problems 5
- Find the equation of the line through the point (2,−2)(2,-2)(2,−2) and parallel to the line y=2x−3y=2x-3y=2x−3.
- Find the equation of the line through the point (−6,10)(-6,10)(−6,10) and parallel to the line 2x−3y=−32x-3y=-32x−3y=−3.
- Find a line that is parallel to y=12x+8y=\frac{1}{2}x+8y=21x+8 and contains the point (4,16)(4,16)(4,16).
- Find the line parallel to y=αx+βy=\alpha x+\betay=αx+β and contains the point (ϵ,δ)(\epsilon, \delta)(ϵ,δ).
- Find a line that is parallel to y=9x−3218692503582y=9x-3218692503582y=9x−3218692503582 and contains the point (6,4)(6,4)(6,4).