What is the plural word for analysis?

analyses
The plural of analysis is ‘analyses’. This may seem unusual, but this kind of plural is often used with words that end in -is.

What is the plural of Dex?

The plural form of dex is dexes.

Is Matrice a plural Matrix?

A matrix is an environment or structure in which something originates or develops. Matrixes is an acceptable plural form, but you can use matrices if you want to show off your knowledge of Latin noun endings.

What is the plural of criterion?

This word is the plural of criterion, which comes etymologically from the Latinized version of the Ancient Greek kriterion, which meant “a standard for measuring or judging something”. The English singular form is traditionally criterion, closely following the Ancient Greek.

What is the plural of vertebra?

Vertebra, Vertebrae (Plural) Definition.

What is the plural of desk?

desk. plural. desks. DEFINITIONS3. countable a table that you sit at to write or work, often with drawers in it.

What is Dex short for?

The name Dex is primarily a female name of English origin that means Diminutive Form Of Dexter. Short for Dexter or Dextra.

What is the plural of bacterium?

Bacteria is historically and normally the plural of bacterium. The plural of this use is bacteria.

What is plural of larva?

Take the word “larva” (pl. “larvae”). Many non-biologists wrongly use the word “larvae” as both singular and plural [“a larvae”, “two larvae”].

What is the plural of alumnus?

“Alumnus” – in Latin a masculine noun – refers to a male graduate or former student. The plural is “alumni”. The plural is “alumnae”.

What is the plural of Digitus?

noun. dig·​i·​tus | \ ˈdijətəs \ plural digiti\ -​jəˌtī \

Which is the correct plural form matrix or matrixes?

Answer Wiki. Both matrices and matrixes are acceptable plurals. Matrices is the Latin plural form. (Matrix is a Latin word.) Matrixes is the form of the word naturalized as English.

How to calculate the determinant of a singular matrix?

The determinant can be calculated as: For a Singular matrix, the determinant value has to be equal to 0, i.e. |A| = 0. Thus, a (ei – fh) – b (di – fg) + c (dh – eg) = 0 Example: Determine whether the given matrix is a Singular matrix or not

Which is an example of a non-singular matrix?

Therefore, A is known as a non-singular matrix. The matrix which does not satisfy the above condition is called as a singular matrix i.e. a matrix whose inverse does not exist. Every square matrix has a determinant. The determinant is a mathematical concept that has a vital role in finding the solution as well as analysis of linear equations.

Which is the determinant of the matrix A?

The determinant of the matrix A is denoted by |A|, such that; The determinant can be calculated as: For a Singular matrix, the determinant value has to be equal to 0, i.e. |A| = 0. Thus, a (ei – fh) – b (di – fg) + c (dh – eg) = 0