extremal

As an adjective extremal

is (mathematics) having to do with extrema.

As a noun extremal

is (mathematics) any solution to a variety of equations in the calculus of variations.

As a letter x is

the twenty-fourth letter of the.

As a symbol x is

voiceless velar fricative.

As nouns the difference between terms and extremal

is that terms is while extremal is (mathematics) any solution to a variety of equations in the calculus of variations.

As an adjective extremal is

(mathematics) having to do with extrema.

As adjectives the difference between extremal and undefined

is that extremal is (mathematics) having to do with extrema while undefined is lacking a definition or value.

As a noun extremal

is (mathematics) any solution to a variety of equations in the calculus of variations.

In mathematics terms the difference between extremum and extremal

is that extremum is a point, or value, which is a maximum or a minimum while extremal is any solution to a variety of equations in the calculus of variations.

As an adjective extremal is

having to do with extrema.

As an adjective extremal

is (mathematics) having to do with extrema.

As a noun extremal

is (mathematics) any solution to a variety of equations in the calculus of variations.

As a verb extrema is

.

In mathematics terms the difference between extreme and extremal

is that extreme is either of the two numbers at the ends of a proportion, as 1 and 6 in 1:2=3:6 while extremal is any solution to a variety of equations in the calculus of variations.

As adjectives the difference between extreme and extremal

is that extreme is of a place, the most remote, farthest or outermost while extremal is having to do with extrema.

As nouns the difference between extreme and extremal

is that extreme is the greatest or utmost point, degree or condition while extremal is any solution to a variety of equations in the calculus of variations.

As an adverb extreme

is extremely.

As an adjective extremal

is (mathematics) having to do with extrema.

As a noun extremal

is (mathematics) any solution to a variety of equations in the calculus of variations.

As an adverb extremally is

to an extremal extent.

As adjectives the difference between extremal and nonextremal

is that extremal is (mathematics) having to do with extrema while nonextremal is not extremal.

As a noun extremal

is (mathematics) any solution to a variety of equations in the calculus of variations.

In mathematics|lang=en terms the difference between extremal and extremality

is that extremal is (mathematics) any solution to a variety of equations in the calculus of variations while extremality is (mathematics) the condition of being extremal.

As nouns the difference between extremal and extremality

is that extremal is (mathematics) any solution to a variety of equations in the calculus of variations while extremality is (mathematics) the condition of being extremal.

As an adjective extremal

is (mathematics) having to do with extrema.

As nouns the difference between equation and extremal

is that equation is equation (assertion) while extremal is (mathematics) any solution to a variety of equations in the calculus of variations.

As an adjective extremal is

(mathematics) having to do with extrema.