Home / Categories / Numbers and Math / Entry 19
Numbers and Math · entry 19 of 52
A googolplex is a one followed by a googol zeros, a number too large to write out in full.
The longer version
Put a googol into the exponent instead of the base and you get a one followed by a googol zeros. Writing it out would need more particles than the observable universe contains, even if every particle served as a single digit. Ordinary scientific notation handles it only by nesting powers.
Stacking exponents is what separates the two named giants: a googol is merely a hundred zeros, while a googolplex makes the count of zeros itself a googol. Nothing stops you going further, since adding one always produces something bigger. Such towers are useful mainly as thought experiments about what notation can and cannot express.
Where this entry sits
This section collects odd corners of mathematics, from stubborn prime numbers to counting systems older than modern schools. Expect famous constants, probability puzzles, shapes that break everyday intuition, and numbers far too large to picture. The full list sits on the Numbers and Math page, where every entry is listed in order.
More From Numbers and Math
Eight more entriesGraham's number is so vast that the observable universe lacks the space needed to write all its digits.
Read 21Infinity is not a number in the usual sense, and different infinities can actually be different sizes.
Read 22A hotel with infinitely many rooms can still take new guests by moving each occupant to the next room.
Read 23Zero was used as a placeholder in ancient counting systems long before it was treated as a number itself.
Read 24Roman numerals have no zero and no place value, which makes long multiplication awkward compared with modern notation.
Read 25Our familiar digits are called Arabic numerals, though they were developed in India before spreading westward.
Read 26Place value means a digit position changes its worth, which is why three means different things in thirteen and thirty.
Read 27Binary uses only zero and one, and it is the counting system at the heart of modern computers.
Read