mscroggs
.co.uk
mscroggs
.co.uk
blog
puzzles
academic
talks
contact
subscribe
↓ ☰ ↓
subscribe
Loading image...
Advent calendar 2021
17 December
All 2021 advent puzzles
~
More information
The digital product of a number is computed by multiplying together all of its digits. For example, the digital product of 6273 is 252.
Today's number is the smallest number whose digital product is 252.
Show answer
Hide answer
252 can be written as the product of one-digit numbers in the following ways:
2×2×3×3×7
2×2×9×7
2×3×6×7
3×3×4×7
6×6×7
4×9×7
Therfore, the smallest number whose digital product is 252 is
479
.
Tags:
numbers
,
digits
,
digital products
Archive
Show me a random puzzle
Most recent collections
Advent calendar 2025
Advent calendar 2024
Advent calendar 2023
Advent calendar 2022
List of all puzzles
Tags
division
cubics
squares
doubling
tiling
advent
determinants
triangles
shape
calculus
cryptic crossnumbers
median
fractions
ellipses
surds
chalkdust crossnumber
elections
neighbours
geometric means
algebra
pentagons
sum to infinity
coordinates
pascal's triangle
ave
powers
irreducible numbers
geometry
grids
taxicab geometry
expansions
products
perimeter
menace
balancing
games
factorials
cards
digital clocks
crossnumbers
floors
2d shapes
palindromes
prime factors
range
integration
circles
combinatorics
colouring
sport
square roots
angles
mean
sums
addition
graphs
hexagons
consecutive integers
crosswords
gerrymandering
sets
area
means
symmetry
dice
rectangles
3d shapes
binary
folding tube maps
tournaments
the only crossnumber
dates
polynomials
cryptic clues
planes
indices
scales
lists
xor
number
quadratics
parabolas
arrows
matrices
digits
probabilty
albgebra
rugby
complex numbers
money
speed
geometric mean
even numbers
wordplay
axes
sequences
differentiation
people maths
digital products
square numbers
books
medians
trigonometry
bases
volume
dominos
remainders
time
polygons
clocks
shapes
quadrilaterals
numbers
percentages
factors
lines
partitions
consecutive numbers
cube numbers
logic
dodecagons
averages
star numbers
multiplaction squares
chess
routes
triangle numbers
functions
tangents
proportion
multiplication
coins
square grids
spheres
multiples
perfect numbers
probability
odd numbers
integers
decahedra
christmas
unit fractions
regular shapes
chocolate
prime numbers
Archive
Show me a random puzzle
▼ show ▼
▲ hide ▲
Most recent collections
Advent calendar 2025
Advent calendar 2024
Advent calendar 2023
Advent calendar 2022
List of all puzzles
Tags
regular shapes
ellipses
ave
crosswords
chocolate
lines
addition
bases
symmetry
prime factors
perfect numbers
the only crossnumber
quadrilaterals
powers
planes
grids
3d shapes
polygons
tiling
square roots
balancing
graphs
triangles
dice
sport
perimeter
tournaments
menace
chalkdust crossnumber
sum to infinity
coins
money
proportion
spheres
unit fractions
polynomials
algebra
digital clocks
matrices
prime numbers
numbers
elections
integers
multiples
cards
neighbours
lists
scales
sequences
speed
cryptic crossnumbers
folding tube maps
irreducible numbers
geometry
albgebra
christmas
geometric mean
integration
decahedra
quadratics
complex numbers
tangents
logic
functions
xor
sums
hexagons
circles
dodecagons
star numbers
dominos
angles
rugby
parabolas
binary
clocks
time
advent
geometric means
wordplay
mean
sets
calculus
crossnumbers
factors
books
pascal's triangle
factorials
squares
determinants
colouring
even numbers
area
differentiation
palindromes
surds
arrows
trigonometry
expansions
cubics
floors
shape
combinatorics
range
chess
triangle numbers
odd numbers
axes
probability
gerrymandering
digits
routes
cryptic clues
multiplication
products
averages
partitions
medians
doubling
fractions
games
number
pentagons
remainders
multiplaction squares
indices
square grids
division
consecutive numbers
volume
shapes
consecutive integers
rectangles
digital products
taxicab geometry
coordinates
square numbers
cube numbers
percentages
2d shapes
means
probabilty
dates
median
people maths
© Matthew Scroggs 2012–2026