Visualising and representing

Imagine reflecting the letter P in all three sides of a triangle in turn. What is the final result?

The base of a pyramid has n edges. What is the difference between the number of edges the pyramid has and the number of faces the pyramid has?

When Jim rolled some dice, the scores had the same product and sum. How many dice did Jim roll?

Weekly Problem 34 - 2015
Four tiles are given. For which of them can three be placed together to form an equilateral triangle?

What is the smallest number of additional squares that must be shaded so that this figure has at least one line of symmetry and rotational symmetry of order 2?

Stephen stops at Darlington on his way to Durham. At what time does he arrive at Durham?

Edith had 9 children at 15 month intervals. If the oldest is now six times as old as the youngest, how old is her youngest child?

When Andrew arrives at the end of the walkway, how far is he ahead of Bill?

A cube is rolled on a plane, landing on the squares in the order shown. Which two positions had the same face of the cube touching the surface?

After tennis training, Andy, Roger and Maria collect up the balls. Can you work out how many Andy collects?