positive numbers representable in minimum 2 ways as a sum of positive cubes

Taxicab numbers are the positive numbers representable in minimum 2 ways as a sum of positive cubes.

the smallest number expressible as the sum of two cubes in different ways

In honor of the Ramanujan-Hardy conversation, the smallest number expressible as the sum of two cubes in different ways is known as the taxicab number and is denoted as .

Such numbers

Such numbers are now sometimes referred to as “taxicab numbers”.

medallion numbers

Taxicab is a full typeface inspired by the soft, rounded capitals and numerals used for medallion numbers on yellow taxis in New York and the pressed metal license plate lettering used on vehicles around the world.

in n different ways

The mathematical sequence of 'taxicab numbers': The nth taxicab number is the smallest number expressible as the sum of two cubes in n different ways.

the smallest integer that can be expressed as a sum of two positive third powers in n distinct ways

A taxicab number is the smallest integer that can be expressed as a sum of two positive third powers in n distinct ways.

on the outside of the cabs

Taxicab numbers are on the outside of the cabs.

the number for a taxi

, Do You Have A Number For A Taxi?,

mathematics

MB: numbers comes up in mathematics, mathematics’s called taxicab numbers.

in honor of Hardy and

( \text{Ta}(n) \) are called taxicab numbers in honor of Hardy and Ramanujan.

any motor vehicle , except a limousine or designed or constructed to accommodate and transport passengers for hire, not more than nine (9) in number, exclusive of the driver sedan

Taxicab' means any motor vehicle except a limousine or sedan designed or constructed to accommodate and transport passengers for hire, not more than nine (9) in number, exclusive of the driver, and the principal operation of which is confined to the area within the corporate limits of cities and suburban territory adjacent to the cities, and not operated on a fixed route or schedule.

Ramanujan

( \text{Ta}(n) \) are called taxicab numbers in honor of Hardy and Ramanujan.

a unique number on the taxis

Each taxicab has a unique number on the taxis.

the Hardy-Ramanujan Number, and numbers that can be expressed as sums of cubes in several ways

the Hardy-Ramanujan Number, and numbers that can be expressed as sums of cubes in several ways are called the 'Taxicab Numbers.'

the number 1729

Since then the number 1729 has been known as the taxicab number and is denoted as denoted Ta(n) or Taxicab(n) in mathematics.

for a taxi

Do you have the number for a taxi?

(702) 873-2000

Taxi cabs can be reached by picking up any house phone and dialing (702) 873-2000.

c3+d3

c3+d3 have been known as taxi-cab numbers ever since, and a field of mathematics has opened up finding higher order versions, such as 87539319, the smallest number that is equal to the sum of two cubes in three different ways.

vehicles licensed for hire at fare rates set by the City, which are recorded by a taximeter

Taxicabs are vehicles licensed for hire at fare rates set by the City, which are recorded by a taximeter.

as the sum of the same number of cubes

Taxicab numbers, starting with 1729, can be expressed as the sum of the same number of cubes in two different ways.