Here are some triangles.

The diagrams are not to scale.

Can you find …

… a triangle similar to triangle A with perimeter \(6\)?

… a triangle similar to triangle B with perimeter \(6\)?

… a triangle similar to triangle C with perimeter \(6\)?

… a triangle similar to triangle D with perimeter \(6\)?

… a triangle similar to triangle A with area \(10\)?

… a triangle similar to triangle B with area \(10\)?

… a triangle similar to triangle C with area \(10\)?

… a triangle similar to triangle D with area \(10\)?

… a right-angled triangle similar to one of triangles A, B, C, D with area \(12\)?

… an isosceles triangle similar to one of triangles A, B, C, D with area \(12\)?

… an equilateral triangle similar to one of triangles A, B, C, D with area \(12\)?

… a scalene triangle similar to one of triangles A, B, C, D with area \(12\)?

… a right-angled triangle with area \(12\) that is not similar to any of triangles A, B, C, D?

… an isosceles triangle with area \(12\) that is not similar to any of triangles A, B, C, D?

… an equilateral triangle with area \(12\) that is not similar to any of triangles A, B, C, D?

… a scalene triangle with area \(12\) that is not similar to any of triangles A, B, C, D?