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CORE Coordinate Geometry and Transformations - New Indian ...

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SYLLABUS<br />

Class – X, Unit – 6 (Core)<br />

Revisit<br />

coordinate<br />

geometry<br />

Distance<br />

between two<br />

points in a<br />

coordinate plane<br />

Location of a point in plane as (x, y), representation of line as<br />

y= m x + c, where m is gradient <strong>and</strong> c is y- intercept.<br />

Distance of a point P(x, y) from origin(0,0) as<br />

OP=<br />

P(x, y)<br />

O(0,0)<br />

Distance formula to find distance between points A (<br />

B( )as<br />

AB = +( - ) 2<br />

) <strong>and</strong><br />

Section formula<br />

<strong>Transformations</strong><br />

point of internal division<br />

Translation as transformation that slides figure, translation of a<br />

point from P(x, y)to Q(x+a, y+a),<br />

Translation of a line,<br />

Reflection as transformation that flips everything over, reflection<br />

across x-axis, reflection across y- axis, reflection across the line<br />

x=constant, reflection across the line y = constant<br />

1

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