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Reflection of a Shape

IGCSE,mathematics,transformations,image,object,mirror line,trapezium,quadrilateral,coordinates,vertices
This item is taken from IGCSE Mathematics (0580) Paper 43 of May/June 2011.


To deal with this item, let us summarize the details of the problem:
   (a) Syllabus area: Transformations
   (b) Specific topic: Reflection


Let us start by drawing the mirror line.
We should take note that the mirror line is exactly halfway between the object (shape) and its image. This means that distance of each point in the object from the mirror line is the same as the distance of the corresponding image from the mirror line. Let us find each of the corresponding image of each vertex of the shape given.
We should take note that the mirror line is exactly halfway between the object (shape) and its image. This means that distance of each point in the object from the mirror line is the same as the distance of the corresponding image from the mirror line. Let us find each of the corresponding image of each vertex of the shape given.
IGCSE,mathematics,transformations,image,object,mirror line,trapezium,quadrilateral,coordinates,vertices
IGCSE,mathematics,transformations,image,object,mirror line,trapezium,quadrilateral,coordinates,vertices
IGCSE,mathematics,transformations,image,object,mirror line,trapezium,quadrilateral,coordinates,vertices
IGCSE,mathematics,transformations,image,object,mirror line,trapezium,quadrilateral,coordinates,vertices
Therefore, shape Y is a trapezium with vertices (6,-4),(4,-4),(2,-6) and (6,-6).
We should take note that the mirror line is exactly halfway between the object (shape) and its image. This means that distance of each point in the object from the mirror line is the same as the distance of the corresponding image from the mirror line. Let us find each of the corresponding image of each vertex of the shape given.
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