Chapter 11 Trigonometric Functions And Their Graphs Math 11th Class Punjab MCQ Tests
11th Class Math Chapter 11 MCQ Tests
Chapter 11 of 11th Class Math has 10 questions. If you take an online MCQ test, the system will randomly choose the questions. If you want to take the quiz by chapter then click the start test button.
Total Questions: 10
Total Marks: 10
Time: 10 Mins
Total Questions: 10
Total Marks: 10
Time: 10 Mins
10Min : 00 Sec Remaining
Question # 1
Select the equation represented by the given graph.
Question # 2
The trigonometric ratio of s i n 45° , c o s 45° and t a n 45° are equal.
Question # 3
Given below are two right triangles have side a in common. x is the size of ∠ B A C . Find t a n ( x ) . (See the picture)
Question # 4
Find A , b , c and D so that function f defined by f ( x ) = A s i n ( b x + c ) + D has the following properties: the maximum value of f ( x ) is 7 and f ( 0 ) = 7 , the minimum value of f ( x ) is 3 , the period of the graph of function f is equal to 2 π / 3 . A , b and c are positive and c is less than 2 π .
Question # 5
If − 2 π < t < 0 and s i n t = − 1 / 2 , then t = _____.
Question # 6
Find all angles θ such that − 2 π < θ < 2 π and c o s θ = √ 2 / 2.
Question # 7
Select the equation represented by the graph in the given picture.
Question # 8
Find the range of function f defined by f ( x ) = − s i n ( x ).
Question # 9
In y = s i n 2 x , what does 2 indicate?
Question # 10
The cosine function is _____.
Total Questions
12345678910
Question # 1
Select the equation represented by the given graph.
Question # 2
The trigonometric ratio of s i n 45° , c o s 45° and t a n 45° are equal.
Question # 3
Given below are two right triangles have side a in common. x is the size of ∠ B A C . Find t a n ( x ) . (See the picture)
Question # 4
Find A , b , c and D so that function f defined by f ( x ) = A s i n ( b x + c ) + D has the following properties: the maximum value of f ( x ) is 7 and f ( 0 ) = 7 , the minimum value of f ( x ) is 3 , the period of the graph of function f is equal to 2 π / 3 . A , b and c are positive and c is less than 2 π .
Question # 5
If − 2 π < t < 0 and s i n t = − 1 / 2 , then t = _____.
Question # 6
Find all angles θ such that − 2 π < θ < 2 π and c o s θ = √ 2 / 2.
Question # 7
Select the equation represented by the graph in the given picture.
Question # 8
Find the range of function f defined by f ( x ) = − s i n ( x ).
Question # 9
In y = s i n 2 x , what does 2 indicate?
Question # 10
The cosine function is _____.
Total Questions
12345678910
Math MCQ Test by Topics
- +11.1 Introduction
- +11.1.1 Domains and Ranges of Sine and Cosine Functions
- +11.1.2 Domains and Ranges of Tangent and Cotangent Functions
- +11.1.3 Domain and Range of Secant Function
- +11.1.4 Domain and Range of Cosecant Function
- +11.2 Period of Trigonometric Functions
- +11.1 Exercise
- +11.3 Values of Trigonometric Functions
- +11.4 Graphs of Trigonometric Functions
- +11.5 Graph of y = sin x from -2pi to 2pi
- +11.6 Graph of y = cos x from -2pi to 2pi
- +11.7 Graph of y = tan x from -pi To pi
- +11.8 Graph of y = cot x From -2pi to
- +11.9 Graph of y = sec x from -2pi to 2pi
- +11.10 Graph of y = csc x from -2pi to 2pi
- +11.2 Exercise
Math
- Number Systems
- Sets, Functions and Groups
- Matrices and Determinanls
- Quadratic Equations
- Partial Fractions
- Sequences and Series
- Permutation, Combination and Probability
- Mathematical Inductions and Bionomial Theorem
- Fundamentals of Trigonometry
- Trigonometric Identities
- Trigonometric Functions and their Graphs
- Application of Trigonometry
- Inverse Trigonometric Functions
- Solution of Trignometric Equations
11th Class Online Classes 2026
Updated on: 21-05-2026
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