Page 188 - NUMINO Challenge_M1
P. 188
Type Study There are 4 different quadrilaterals that can be drawn with the given segment
as one of its sides.
There are 2 quadrilaterals that can be drawn with the given segment as one of
its sides excluding the quadrilaterals drawn in .
There is 1 quadrilateral that can be drawn with the given segment as one of its
sides excluding the ones drawn in and .
There are 4+2+1=7 different quadrilaterals that can be drawn.
Problem solving
1 There are 4 different triangles that can be drawn on the dot board.
2 There are 3 different triangles that can be drawn on the circle.
51Answer Key
as one of its sides.
There are 2 quadrilaterals that can be drawn with the given segment as one of
its sides excluding the quadrilaterals drawn in .
There is 1 quadrilateral that can be drawn with the given segment as one of its
sides excluding the ones drawn in and .
There are 4+2+1=7 different quadrilaterals that can be drawn.
Problem solving
1 There are 4 different triangles that can be drawn on the dot board.
2 There are 3 different triangles that can be drawn on the circle.
51Answer Key
