Through today’s post, we are going to share Coordinate Geometry Formulas for SSC CGL PDF with you, which you can download for free using direct download link given below in this post.
If you are a aspirants of SSC CGL then Coordinate Geometry may be very important for you, because many questions of this chapter are being asked in SSC CGL mains exam.
Coordinate Geometry Formulas for SSC CGL PDF
|PDF Name||SCC CGL Coordinate Geometry Formula|
|No. of Pages||42|
|PDF Size||5 MB|
SCC CGL Coordinate Geometry Formula
|General Form of a Line||Ax + By + C = 0|
|Slope Intercept Form of a Line||y = mx + c|
|Point-Slope Form||y − y1= m(x − x1)|
|The slope of a Line Using Coordinates||m = Δy/Δx = (y2 − y1)/(x2 − x1)|
|The slope of a Line Using General Equation||m = −(A/B)|
|Intercept-Intercept Form||x/a + y/b = 1|
|Distance Formula|||P1P2| = √[(x2 − x1)2 + (y2 − y1)2]|
|For Parallel Lines,||m1 = m2|
|For Perpendicular Lines,||m1m2 = -1|
|Midpoint Formula||M (x, y) = [½(x1 + x2), ½(y1 + y2)]|
|Angle Formula||tan θ = [(m1 – m2)/ 1 + m1m2]|
|Area of a Triangle Formula||½ |x1(y2−y3)+x2(y3–y1)+x3(y1–y2)||
|Distance from a Point to a Line||d = [|Ax0 + By0 + C| / √(A2 + B2)]|
|Section Formula (Internal division)||P(x, y) = [(m1x2 + m2x1)/(m1 + m2), (m1y2 + m2y1)/(m1 + m2)]|
|Section Formula (External division)||P(x, y) = [(m1x2 – m2x1)/(m1 – m2), (m1y2 – m2y1)/(m1 – m2)]|
To get knowledge of all formulas of Coordinate Geometry please go through the pdf, which have been shared in this post.
Download Coordinate Geometry Formulas for SSC CGL PDF
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Through this post, we have shared the pdf of all the coordinate geometry formulas, which is going to be very important for all CGL aspirants. If you found this post valuable then please do share with your friends as well.