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  1. Exams
  2. NDA SSB
  3. Mathematics
  4. Differential Calculus
medium45 marks

Differential Calculus

Detailed coverage of Differential Calculus as per NDA 2023-2025 syllabus.

22 Topics
38h prep
15% subject weight
22 Topics
1

Concept of a real-valued function

In-depth study of Concept of a real-valued function with exam focus.

2m3/10
📌 Key FormulaKey formulas for Concept of a real-valued function as per NCERT.
2

Domain of a function

In-depth study of Domain of a function with exam focus.

2m3/10
📌 Key FormulaKey formulas for Domain of a function as per NCERT.
3

Range of a function

In-depth study of Range of a function with exam focus.

2m3/10
📌 Key FormulaKey formulas for Range of a function as per NCERT.
4

Graph of a function

In-depth study of Graph of a function with exam focus.

2m3/10
📌 Key FormulaKey formulas for Graph of a function as per NCERT.
5

Composite functions

In-depth study of Composite functions with exam focus.

2m3/10
📌 Key FormulaKey formulas for Composite functions as per NCERT.
6

One to one

In-depth study of One to one with exam focus.

2m3/10
📌 Key FormulaKey formulas for One to one as per NCERT.
7

Onto functions

In-depth study of Onto functions with exam focus.

2m3/10
📌 Key FormulaKey formulas for Onto functions as per NCERT.
8

Inverse functions

In-depth study of Inverse functions with exam focus.

2m3/10
📌 Key FormulaKey formulas for Inverse functions as per NCERT.
9

Notion of limit

In-depth study of Notion of limit with exam focus.

2m3/10
📌 Key FormulaKey formulas for Notion of limit as per NCERT.
10

Standard limits with examples

In-depth study of Standard limits with examples with exam focus.

2m3/10
📌 Key FormulaKey formulas for Standard limits with examples as per NCERT.
11

Continuity of functions with examples

In-depth study of Continuity of functions with examples with exam focus.

2m3/10
📌 Key FormulaKey formulas for Continuity of functions with examples as per NCERT.
12

Algebraic operations on continuous functions

In-depth study of Algebraic operations on continuous functions with exam focus.

2m3/10
📌 Key FormulaKey formulas for Algebraic operations on continuous functions as per NCERT.
13

Derivative of function at a point

In-depth study of Derivative of function at a point with exam focus.

2m3/10
📌 Key FormulaKey formulas for Derivative of function at a point as per NCERT.
14

Geometrical and physical interpretation of a derivative with applications

In-depth study of Geometrical and physical interpretation of a derivative with applications with exam focus.

2m3/10
📌 Key FormulaKey formulas for Geometrical and physical interpretation of a derivative with applications as per NCERT.
15

Derivatives of sum

In-depth study of Derivatives of sum with exam focus.

2m3/10
📌 Key FormulaKey formulas for Derivatives of sum as per NCERT.
16

Product

In-depth study of Product with exam focus.

2m3/10
📌 Key FormulaKey formulas for Product as per NCERT.
17

Quotient of functions

In-depth study of Quotient of functions with exam focus.

2m3/10
📌 Key FormulaKey formulas for Quotient of functions as per NCERT.
18

A derivative of a function with respect to another function

In-depth study of A derivative of a function with respect to another function with exam focus.

2m3/10
📌 Key FormulaKey formulas for A derivative of a function with respect to another function as per NCERT.
19

A derivative of a composite function

In-depth study of A derivative of a composite function with exam focus.

2m3/10
📌 Key FormulaKey formulas for A derivative of a composite function as per NCERT.
20

Second-order derivatives

In-depth study of Second-order derivatives with exam focus.

2m3/10
📌 Key FormulaKey formulas for Second-order derivatives as per NCERT.
21

Increasing and decreasing functions

In-depth study of Increasing and decreasing functions with exam focus.

2m3/10
📌 Key FormulaKey formulas for Increasing and decreasing functions as per NCERT.
22

Application of derivatives in problems of maxima and minima

In-depth study of Application of derivatives in problems of maxima and minima with exam focus.

2m3/10
📌 Key FormulaKey formulas for Application of derivatives in problems of maxima and minima as per NCERT.