2nd Year Mathematics Chapter 2 Online MCQ Test for 12th Class Mathematics Unit 2 (Differentiation)

This online test contains MCQs about following topics:

- Introduction
- Finding f'(x) from Definition of Derivative
- This online test contains MCQs about following topics:
- Theorems on Definition
- The Chain Rule
- Derivative of Inverse Functions
- Derivative of Functions Given in the Form of Parametric Equations
- Differentiation of Implicit Relations
- Derivatives of Trigonometric Functions
- Derivatives of Inverse Trigonometric Functions
- Derivative of Exponential Functions
- Derivative of Logarithmic Functions
- Logarithmic Differentiation
- Derivatives of the Inverse Hyperbolic Functions
- Successive Differentiation Or Higher Derivatives
- Series Expansion of Functions
- Tailor Series Expansion of Functions
- Geometrical Interpretation of a Derivative
- Increasing and Decreasing Functions
- Relative Extrema
- Critical Values of Critical Points

ICS Part 2 Mathematics Chapter 2 Online MCQ's Test

Start Chapter 2 Test

ICS Part 2 Mathematics Chapter Wise Online MCQ's Test

MCQ's Test For Chapter 0 "ICS Part 2 Mathematics Chapter 2 Test Online"

Try The MCQ's Test For Chapter 0 "ICS Part 2 Mathematics Chapter 2 Test Online"

  • Total Questions20

  • Time Allowed30

ICS Part 2 Mathematics Chapter 2 Test Online

00:00
Question # 1

Question Image
Question # 2

Question Image
Question # 3

Question Image
Question # 4

Question Image
Question # 5

Question Image
Question # 6

Question Image
Question # 7

Question Image
Question # 8

For a square of side x units, the rate of change of area with respect to the side is given by:

Question # 9

Question Image
Question # 10

Question Image
Question # 11

Notation Df(x) for derivative was used by:

Question # 12

Question Image
Question # 13

Question Image
Question # 14

Question Image
Question # 15

Question Image
Question # 16

Question Image
Question # 17

The function f(x) = 3x2 has minimum value at :

Question # 18

If s is the distance traveled by a body at time t, the velocity is given by the expression:

Question # 19

If f(x) = cos x then f'(0) is equal to:

Question # 20

The small change in the value ofx, positive or negative is called the -------- of x.

Prepare Complete Set Wise Chapter 0 "ICS Part 2 Mathematics Chapter 2 Test Online" MCQs Online With Answers


Topic Test

00:00
2nd Chapter

ICS Part 2 Mathematics Chapter 2 Online MCQ's Test

Top Scorers Of Chapter 0 "ICS Part 2 Mathematics Chapter 2 Test Online" MCQ`s Test

  • H
    Hurain Noor 02 - Jun - 2026 02 Min 13 Sec 20/20
  • N
    Nabeel Irfan 03 - Oct - 2025 02 Min 16 Sec 19/20
  • A
    Armghan Jutt 26 - Jan - 2026 03 Min 52 Sec 19/20
  • M
    master Masteramjad 24 - Oct - 2025 03 Min 36 Sec 18/20
  • E
    Educational Orion 01 - Oct - 2025 08 Min 17 Sec 18/20
  • J
    jena 26 - Jan - 2026 02 Min 15 Sec 17/20
  • J
    Javeria 19 - Jan - 2025 03 Min 06 Sec 17/20
  • E
    Eeshal Zainab 11 - May - 2026 03 Min 24 Sec 17/20
  • H
    Hawei Heavy 29 - Sep - 2025 06 Min 45 Sec 16/20
  • F
    Faizan Ahmad 01 - Nov - 2025 07 Min 03 Sec 16/20
  • F
    Fatima Asif 25 - Oct - 2025 01 Min 22 Sec 15/20
  • F
    fiza tariq 18 - May - 2026 02 Min 10 Sec 15/20
  • A
    ahsan ilyas gujjar 02 - Jun - 2026 03 Min 35 Sec 15/20
  • A
    Adil Gujjar 04 - Apr - 2026 03 Min 39 Sec 15/20
  • E
    Eman Rajpoot 24 - Jan - 2026 06 Min 53 Sec 15/20

FSc Part II Mathematics Chapter 0 Important MCQ's

Sr.# Question Answer
1
Question Image
A. x = a
B. for all x
D. x = 0
2
Question Image
A. sech x tanh x
B. -sech2x
C. -sech x tanh x
D. sech2x
3
Question Image
A. sinh x
B. cosh x
C. -sinh x
D. -cosh x
4
Question Image
A. - cosec2 x
B. cosec2x
C. - cosec x cot x
D. cosec x cot x
5
Question Image
A. 2cosh x
B. 2sinh x
C. 2sinh (2x)
D. -2sinh (2x)
6
Question Image
A. cosech x coth x
B. -cosech2x
C. -cosech x coth x
D. cosech2x
7
Question Image
A. c
B. 0
C. 1
D. -c
8
Question Image
9 If y = f(u) and u = F(x), then:
10
Question Image

Test Questions

Is this page helpful?

Share your comments & questions here

Guest
  • No comments yet. Be the first to comment!