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
clocks
polynomials
partitions
complex numbers
circles
dominos
shape
floors
remainders
logic
probabilty
square numbers
rugby
matrices
rectangles
sport
medians
doubling
cryptic clues
parabolas
integration
christmas
colouring
dodecagons
multiplication
arrows
neighbours
dice
coins
crosswords
chalkdust crossnumber
chocolate
percentages
time
products
menace
factors
indices
money
consecutive integers
xor
digital products
the only crossnumber
averages
cards
square grids
tangents
quadrilaterals
games
cubics
mean
prime factors
probability
polygons
shapes
cube numbers
number
regular shapes
surds
digits
division
factorials
multiples
expansions
prime numbers
square roots
star numbers
palindromes
proportion
2d shapes
dates
volume
books
ave
median
pascal's triangle
coordinates
unit fractions
taxicab geometry
spheres
pentagons
hexagons
planes
ellipses
graphs
multiplaction squares
combinatorics
digital clocks
folding tube maps
albgebra
odd numbers
perimeter
balancing
bases
even numbers
triangles
people maths
scales
advent
differentiation
grids
symmetry
sums
fractions
integers
lines
numbers
wordplay
functions
means
area
range
speed
angles
geometry
trigonometry
quadratics
binary
axes
algebra
determinants
consecutive numbers
3d shapes
triangle numbers
routes
geometric means
cryptic crossnumbers
tiling
lists
crossnumbers
squares
elections
perfect numbers
addition
geometric mean
gerrymandering
sets
sum to infinity
tournaments
chess
sequences
calculus
irreducible numbers
decahedra
powers
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
star numbers
differentiation
neighbours
quadrilaterals
cryptic crossnumbers
factors
integers
consecutive numbers
floors
surds
time
circles
doubling
geometry
taxicab geometry
games
dominos
area
perimeter
wordplay
ellipses
squares
people maths
crossnumbers
coins
pascal's triangle
cubics
averages
remainders
hexagons
medians
graphs
elections
triangle numbers
planes
tiling
triangles
sport
shapes
dice
axes
routes
palindromes
dodecagons
parabolas
geometric mean
crosswords
chess
clocks
probability
multiplication
rugby
multiplaction squares
cube numbers
number
partitions
functions
2d shapes
trigonometry
tournaments
tangents
volume
arrows
ave
bases
cards
square grids
rectangles
consecutive integers
dates
median
sum to infinity
fractions
digital products
range
scales
sums
proportion
numbers
colouring
money
decahedra
menace
integration
division
polygons
logic
lists
speed
lines
symmetry
expansions
perfect numbers
coordinates
cryptic clues
indices
powers
calculus
sequences
multiples
binary
mean
algebra
products
complex numbers
christmas
digital clocks
means
factorials
xor
folding tube maps
probabilty
chocolate
odd numbers
even numbers
balancing
determinants
percentages
advent
spheres
digits
irreducible numbers
prime numbers
grids
the only crossnumber
addition
albgebra
quadratics
matrices
pentagons
square roots
shape
books
sets
angles
geometric means
combinatorics
unit fractions
prime factors
polynomials
3d shapes
gerrymandering
chalkdust crossnumber
square numbers
regular shapes
© Matthew Scroggs 2012–2026