CBSE

Successive differentiation: The higher-order differential coefficients are of utmost importance in scientific and engineering applications.

CBSE

Multinomial theorem: The binomial theorem primarily helps to find the expansion of the form \((x+y)^{n}\).

CBSE
CBSE

Arithmetic Geometric Series: Think about a restaurant where a square table fits \(4\) people. When

CBSE
CBSE

Roman Numbers 1 to 100

  • Author: Varsha
  • Date:Jan 25, 2023

Roman Numbers 1 to 100: The Roman Numbers are numerals expressed with the help of

CBSE

Permutations: Suppose you have three letters \(A,B,\) and \(C,\) we can arrange them as \(ABC,ACB,BCA,BAC,CBA,\)

CBSE
CBSE

Basics of Trigonometry: Value Table, Identities

  • Author: Swapnil Nanda
  • Date:Jan 25, 2023

Basics of trigonometry: Mathematics is divided into several branches, each with its significance. Trigonometry is

CBSE

Logarithmic Function and Its Properties: In Mathematics, many scholars use logarithms to change multiplication and

CBSE

Integration as an Inverse Process of Differentiation: The integration process is widely used for solving

CBSE

Trigonometrical ratios of sub multiple angles: Trigonometry is the branch of geometry that measures the sides

CBSE
CBSE

Regression – Definition, Formula, Derivation & Applications

  • Author: Ritesh Kumar Gupta
  • Date:Jun 22, 2023

The term “Regression” refers to the process of determining the relationship between one or more