draw any closed figure of your own choice other than a triangle and a quadrilateral in the 1 st quadrant of a carterian plane make the mirror images of the same figures in the remaining 3 quadrants and identify each of the coordinate and write the abscissa and ordinates of all the points in a trabalaxform
Answers
Given : closed figure in the 1 st quadrant
To Find : mirror images of the same figures in the remaining 3 quadrants
Solution:
Lets draw a circle
(x - 2)² + ( y - 2)² = 1²
Center coordinates = ( 2 , 2)
radius = 1
image of 1 st quadrant in 2nd Quadrant
y axis acts as mirror x image = -x and y image = y
Hence center in 2nd Quadrant = (-2 , 2)
Circle is ( x + 2)² + ( y - 2)² = 1²
image of 1st quadrant in 4th Quadrant
x axis acts as mirror x image = x and y image = - y
Hence center in 2nd Quadrant = ( 2 , -2)
Circle is ( x - 2)² + ( y + 2)² = 1²
image of 1st quadrant in 3rd Quadrant
reflection wrt origin
x image = -x and y image = - y
Hence center in 2nd Quadrant = ( 2 , -2)
Circle is ( x + 2)² + ( y + 2)² = 1²
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