WWW.C E M C .U WAT E R LO O.C A | T h e C E N T R E fo r E D U C AT I O N i n M AT H E M AT I C S a n d CO M P U T I N G Problem of the Week Problem A and Solution Sorting Shapes Problem Look at the following shapes. Sort them into the Venn diagram according to the requirements. Challenge: Can you draw a pentagon, a hexagon, and an octagon that have at least one pair of parallel lines, and at least one right angle. Solution WWW.C E M C .U WAT E R LO O.C A | T h e C E N T R E fo r E D U C AT I O N i n M AT H E M AT I C S a n d CO M P U T I N G Teacher’s Notes There is a debate about the definition of a trapezoid. Some people define a trapezoid as a quadrilateral with at least one set of parallel lines, and some define it as a quadrilateral with exactly one set of parallel lines. With the first definition, a parallelogram, a rectangle, and a square would all be considered trapezoids. With the second definition, none of those quadrilaterals would be considered trapezoids. To add to the confusion, some people in the world use the word trapezium instead of trapezoid.
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