mscroggs.co.uk
mscroggs.co.uk

subscribe

Puzzles

14 December

You start at the point marked A in the picture below. You want to get to the point marked B. You may travel to the right, upwards, or to the left along the black lines, but you cannot pass along the same line segment more than once.
Today's number is the total number of possible routes to get from A to B.

Show answer

Tags: routes

12 December

You start at the point marked A in the picture below. You want to get to the point marked B. You may travel to the right or upwards along the black lines.
Today's number is the total number of possible routes to get from A to B.

Show answer

Tags: routes

5 December

You start at A and are allow to walk left, right, up or down along the grid. The grid continues forever in every direction. After you have walked thirteen units, how many different locations could you be in?

9 December

You start at A and are allowed to move either to the right or upwards.
How many different routes are there to get from A to B?

9 December

You start at A and are allowed to move either to the right or upwards.
How many different routes are there to get from A to B?

Archive

Show me a random puzzle
 Most recent collections 

Advent calendar 2024

Advent calendar 2023

Advent calendar 2022

Advent calendar 2021


List of all puzzles

Tags

ave elections regular shapes digital clocks chocolate square numbers polynomials remainders sets numbers grids factorials dice square roots geometric means graphs averages sport clocks coordinates trigonometry cryptic crossnumbers circles chess rugby money perfect numbers triangles dominos powers christmas balancing symmetry shapes matrices percentages cubics games coins cards polygons angles addition logic tangents people maths lines gerrymandering differentiation median hexagons triangle numbers consecutive integers floors palindromes functions probability shape fractions wordplay combinatorics 3d shapes square grids crosswords sum to infinity taxicab geometry mean cube numbers sums number decahedra parabolas medians 2d shapes dates complex numbers squares digits partitions geometry indices arrows perimeter expansions prime numbers numbers advent even numbers volume chalkdust crossnumber binary crossnumbers ellipses pascal's triangle quadratics sequences factors pentagons range quadrilaterals means planes products axes tournaments probabilty dodecagons integration menace multiples speed star numbers routes surds multiplication doubling time integers determinants consecutive numbers calculus division colouring unit fractions proportion scales grids irreducible numbers folding tube maps bases books digital products neighbours cryptic clues odd numbers rectangles the only crossnumber area albgebra spheres geometric mean tiling algebra

Archive

Show me a random puzzle
▼ show ▼
© Matthew Scroggs 2012–2025