Problem
First name
Will, Hugh, Emil and Ben
School
Oare Primary School
Country
Age
11
1]Firstly, we got a ball of string and rolled it out so we could each hold a corner and we cut it.
2]Next, we thought up a shape with four corners [quadrilateral]. We thought of 2, a trapezium and a kite. To persuade people, you draw a kite, and tell people to draw all the lines of symmetry and there should be one.
3]A shape with only two lines of symmetry is an oblong. To prove it only has two lines, you repeat the same method as last time but with two lines of symmetry.
4]It is not possible to have a quadrilateral with 3 lines of symmetry, because you can`t divide 4 by 3.
5]A square is a shape with 4 lines of symmetry.
That is what we found.