Chapter 1 Functions And Limits Math 12th Class Punjab MCQ Tests
12th Class Math Chapter 1 MCQ Tests
Chapter 1 of 12th Class Math has 35 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: 35
Total Marks: 35
Time: 35 Mins
Total Questions: 35
Total Marks: 35
Time: 35 Mins
35Min : 00 Sec Remaining
Question # 1
A wholesale t -shirt manufacturer charges the following prices for t -shirt orders: $ 20 per item for orders up to 20 . $ 15 per item for orders between 21 and 40 shirts. $ 10 per item for orders between 41 and 80 shirts. $ 5 per item for orders over 80 shirts. You've ordered 40 shirts and must pay shipping fees of $ 10 . How much is your total order?
Question # 2
x is an acute angle, find the value of x in degrees. cos(x)=0.6
Question # 3
Solve
Question # 4
What is the value of 1/∞ = ?
Question # 5
Determine if the following function is continuous at x = -2 ? f ( x ) = ?
Question # 6
then find f( 2 ).
Question # 7
Find the value of sin?
Question # 8
Solution:
Question # 9
Check whether the limit exist for the given function f ( x ) = when x approaches to 1 and what is its value?
Question # 10
Determine if the following function is continuous at x = 1 ?
Question # 11
Coth ( x ) = ?
Question # 12
What is the inverse of the function f ( x ) = 5x - 4
Question # 13
Equation:
Question # 14
What is the value of log e ( 5 ) = ?
Question # 15
Question # 16
If we have a function f(x) = 5x - 2, then f − 1 ( x ) = ?
Question # 17
See picture and find the equation represented by the graph.
Question # 18
Solve the
Question # 19
See the image and find the set of range.
Question # 20
Solve the
Question # 21
If we have a function f(x) =
Question # 22
If f(x) = 2 x , then range of the function is :
Question # 23
The function f is defined f ( x ) = ?
Question # 24
A circle has center (3,-5) and the point (-1,-8) lies on the circumference of the circle. What is the equation of the circle in Standard Form?
Question # 25
Using figure, find the value of θ.
Question # 26
Check whether the limit exist for the given function f ( x ) = ?
Question # 27
x = acos θ , y = bsin θ are parametric equations of ?
Question # 28
What is the inverse of the function f ( x ) = ?
Question # 29
If y = x2 + 4x + 1, then what is the value of y at x = 3 ?
Question # 30
A = { − 3 , − 2 , − 1 , 0 , 1 , 2 , 3 } , f is a function from A to the set of whole numbers as defined in the following table given in the figure. What is the domain of f?
Question # 31
Solve the equation:
Question # 32
When we graph y=1/x we see that it gets closer and closer to zero but does not ever quite get there. We then say ?
Question # 33
For any function f o f − 1 ( x ) is equal to ?
Question # 34
See the picture and find the domain and range of the given graph.
Question # 35
Solve
Total Questions
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Question # 1
A wholesale t -shirt manufacturer charges the following prices for t -shirt orders: $ 20 per item for orders up to 20 . $ 15 per item for orders between 21 and 40 shirts. $ 10 per item for orders between 41 and 80 shirts. $ 5 per item for orders over 80 shirts. You've ordered 40 shirts and must pay shipping fees of $ 10 . How much is your total order?
Question # 2
x is an acute angle, find the value of x in degrees. cos(x)=0.6
Question # 3
Solve
Question # 4
What is the value of 1/∞ = ?
Question # 5
Determine if the following function is continuous at x = -2 ? f ( x ) = ?
Question # 6
then find f( 2 ).
Question # 7
Find the value of sin?
Question # 8
Solution:
Question # 9
Check whether the limit exist for the given function f ( x ) = when x approaches to 1 and what is its value?
Question # 10
Determine if the following function is continuous at x = 1 ?
Question # 11
Coth ( x ) = ?
Question # 12
What is the inverse of the function f ( x ) = 5x - 4
Question # 13
Equation:
Question # 14
What is the value of log e ( 5 ) = ?
Question # 15
Question # 16
If we have a function f(x) = 5x - 2, then f − 1 ( x ) = ?
Question # 17
See picture and find the equation represented by the graph.
Question # 18
Solve the
Question # 19
See the image and find the set of range.
Question # 20
Solve the
Question # 21
If we have a function f(x) =
Question # 22
If f(x) = 2 x , then range of the function is :
Question # 23
The function f is defined f ( x ) = ?
Question # 24
A circle has center (3,-5) and the point (-1,-8) lies on the circumference of the circle. What is the equation of the circle in Standard Form?
Question # 25
Using figure, find the value of θ.
Question # 26
Check whether the limit exist for the given function f ( x ) = ?
Question # 27
x = acos θ , y = bsin θ are parametric equations of ?
Question # 28
What is the inverse of the function f ( x ) = ?
Question # 29
If y = x2 + 4x + 1, then what is the value of y at x = 3 ?
Question # 30
A = { − 3 , − 2 , − 1 , 0 , 1 , 2 , 3 } , f is a function from A to the set of whole numbers as defined in the following table given in the figure. What is the domain of f?
Question # 31
Solve the equation:
Question # 32
When we graph y=1/x we see that it gets closer and closer to zero but does not ever quite get there. We then say ?
Question # 33
For any function f o f − 1 ( x ) is equal to ?
Question # 34
See the picture and find the domain and range of the given graph.
Question # 35
Solve
Total Questions
1234567891011121314151617181920212223242526272829303132333435
Math MCQ Test by Topics
- +1.1 Introduction
- +1.1.1 Concept of Function
- +1.1.2 Definition (Function - Domain - Range)
- +1.1.3 Notation and Value of Function
- +1.1.4 Graphs of Algebraic Functions
- +1.1.5 Graphs of Functions defined piece-wise
- +1.2 Types of Functions
- +1.2.1 Algebraic Functions
- +1.2.2 Trigonometric Functions
- +1.2.3 Inverse Trigonometric Functions
- +1.2.4 Exponential Function
- +1.2.5 Logarithmic Function
- +1.2.6 Hyperbolic Functions
- +1.2.7 Inverse Hyperbolic Functions
- +1.2.8 Explicit Function
- +1.2.9 Implicit Function
- +1.2.10 Even Function
- +1.2.11 Odd Function
- +1.1 Exercise
- +1.3 Cpmposition of Functions and Inverse of a Function
- +1.3.1 Composition of Functions
- +1.3.2 Inverse of a Function
- +1.3.3 Algebraic method to find the Inverse Function
- +1.2 Exercise
- +1.4 Theorems
- +1.4.1 Meaning of the phrase x approaches zero
- +1.4.2 Meaning of the phrase x approaches infinity
- +1.4.3 Meaning of the phrase x approaches a
- +1.4.4 Concept of limit of a function
- +1.4.5 Limit of a Function
- +1.4.6 Theorems
- +1.5 Limits of important Functions
- +1.5.3 limit at infinity
- +1.5.4 Method for Evaluating the limits at Infinity
- +1.5.7 the sandwitch theorem
- +1.3 Exercise
- +1.6 Continuous and Discontinuous Functions
- +1.6.1 one-sided Limits
- +1.6.2 Criterion for Existence of limit of a Function
- +1.6.3 Continuity of a function at a number
- +1.4 Exercise
- +1.7 Graphs
- +1.7.1 Graph of the Exponential function f(x) = ax
- +1.7.2 Graph of the Exponential function f(x) = ex
- +1.7.3 Graph of common Logarithmic Function f(x)=lgx
- +1.7.4 Graphs of Natural logarithmic Function f(x)=lnx
- +1.7.5 Graphs of implicit Functions
- +1.7.5 Graph of parametric Equations
- +1.7.6 Graphs of Discontinuous Functions
- +1.7.7 Graphical Solution of the Equations
- +1.5 Exercise
Math
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Updated on: 17-05-2026
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