Zita walks home, moving only right or down through the grid. In each cell she may collect the number of mushrooms shown. What is the greatest number she can collect?
Maria performs the subtractions shown and obtains the numbers 0 to 5. She then connects the points in order from result 0 to result 5. Which picture does she obtain?
A basketball team scores 356 points in four games. It scores 95 and 103 in the first two games, then equal numbers of points in the next two. How many points does it score in the last game?
Basil wants to write MATHEMATICS on paper so that different letters use different colours. The source repeats this condition. How many colours does he need?
Five children care for a large square garden divided into five plots as shown. Anne and Betty care for the two square plots, each with perimeter 720 m. Cindy, Debbie and Elsa care for three congruent rectangles. What is the perimeter of Elsa’s plot?
Eight kings are on the shown 4 × 4 board. In one move, a king may go to an empty cell sharing an edge or a corner. What is the fewest moves needed to leave exactly two kings in every row and every column?
A wall has a repeating pattern of large white squares, grey squares and small white squares with grey circles. Part of the wall is damaged. How many large white squares are needed to repair it?
Chris builds the shown rectangular block from white and red unit cubes. All cubes on the outside are white; every cube strictly inside is red. How many red cubes does he use?