Chapter 4 Quadratic Equations Math 11th Class Punjab MCQ Tests
11th Class Math Chapter 4 MCQ Tests
Chapter 4 of 11th Class Math has 50 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: 50
Total Marks: 50
Time: 50 Mins
Total Questions: 50
Total Marks: 50
Time: 50 Mins
50Min : 00 Sec Remaining
Question # 1
Which of the following is a root of :
Question # 2
Which expression matches the phrase: 7 less than a number.
Question # 3
Solve:
Question # 4
Find the remainder when 4 x3 − 5 x + 1 is divided by x − 2.
Question # 5
Simplify the:
Question # 6
Solve: ( x + 1 ) ( x + 2 ) ( x + 3 ) ( x + 4 ) = 24.
Question # 7
If ( x − 7 ) and ( x − 4 ) are factors of p x2 + q x2 − 5 x + 84 , find the values of p and q.
Question # 8
For what value of m will the roots of the given equation ( m + 1 ) x2 + 2 ( m + 3 ) x + m + 8 = 0 be equal?
Question # 9
Solve the Equation:-
Question # 10
Calculate the discriminant of the given quadratic equation: y = x2 − 1 .
Question # 11
Radio-isotopes of different elements have different half-lives. Magnesium-27 has a half-life of 9.45 minutes. What is the decay constant for Magnesium-27? Round to five decimal places.
Question # 12
If one root of quadratic equation is 4 + 5 ι , then equation is:
Question # 13
Form the equation whose roots are 7 + √3 and 7 − √3.
Question # 14
Find the remainder when 4 x3 − 5 x + 1 is divided by 2 x − 1.
Question # 15
Two cars start out at the same point. One car starts out driving north at 25 mph. Two hours later the second car starts driving east at 20 mph. How long after the first car starts traveling does it take for the two cars to be 300 miles apart?
Question # 16
Translate the algebraic expression into statement: y + 10.
Question # 17
Find the value of a.
Question # 18
Your company is going to make frames as part of a new product they are launching. The frame will be cut out of a piece of steel, and to keep the weight down, the final area should be 28 cm2. The inside of the frame has to be 11 cm by 6 cm. What should be the width x of the metal?
Question # 19
Standard Form:
Question # 20
Form the equation whose roots are − 2.5 and 8.5.
Question # 21
Which word problem can be solved using the expression m + 5 ?
Question # 22
Evaluate the:
Question # 23
Solve the:
Question # 24
Which expression matches the phrase: 3 times a number.
Question # 25
Roots of the equation are:
Question # 26
Find the solution set of:
Question # 27
Evaluate: ( 1 + ω − ω2 ) ( 1 − ω + ω2 ).
Question # 28
The expression 4 x2 − p x + 7 leaves a remainder of − 2 when divided by x − 3 . Find the value of p .
Question # 29
Solve the equation: 2 x4 − 32 = 0.
Question # 30
The total number of viewers who went to a cinema from Monday to Sunday can be modeled by the function F ( x ) = 6 x 3 + 53 x 2 + 72 x + 90 and the number of movies played from Monday to Sunday can be modeled by G ( x ) = 2 x + 15 , where x is the number of days since Monday. Which of the following expressions correctly describes the average number of viewers per movie?
Question # 31
Find four fourth roots of 16.
Question # 32
Calculate the discriminant of the given quadratic equation: y = x2 − x − 2.
Question # 33
Solve: 3 y5 − 243 y = 0.
Question # 34
Find the remainder when 4 x3 − 5 x + 1 is divided by x + 3.
Question # 35
If ω is imaginary cube root of unity, then ω is equal to _____.
Question # 36
What is the remainder R when the polynomial p(x) = ?
Question # 37
Which of the following is a trinomial written in descending order?
Question # 38
Find the nature of the roots of the equation x2 − 18 x + 81 = 0 without actually solving them.
Question # 39
Which one of the following is the solution of:
Question # 40
Solve the Equation
Question # 41
An office has two envelope stuffing machines. Working together they can stuff a batch of envelopes in 2 hours. Working separately it will take the second machine 1 hour longer than the first machine to stuff a batch of envelopes. How long would it take each machine to stuff a batch of envelopes by themselves?
Question # 42
Evaluate:
Question # 43
Product of three cube roots of unity is/are _____.
Question # 44
A ball is thrown straight up, from 3 m above the ground, with a velocity of 14 m/s. When does it hit the ground?
Question # 45
Form the equation whose roots are − 3.5 and 8.5.
Question # 46
Solve:
Question # 47
Find four fourth roots of 625.
Question # 48
Simplify
Question # 49
Form the equation whose roots are 5 + 4 √ 2 and 5 − 4 √ 2.
Question # 50
If g and h are the roots of the equation: x2 − 6 x + 6 = 0 . What is the value of g2 + h2 ?
Total Questions
1234567891011121314151617181920212223242526272829303132333435363738394041424344454647484950
Question # 1
Which of the following is a root of :
Question # 2
Which expression matches the phrase: 7 less than a number.
Question # 3
Solve:
Question # 4
Find the remainder when 4 x3 − 5 x + 1 is divided by x − 2.
Question # 5
Simplify the:
Question # 6
Solve: ( x + 1 ) ( x + 2 ) ( x + 3 ) ( x + 4 ) = 24.
Question # 7
If ( x − 7 ) and ( x − 4 ) are factors of p x2 + q x2 − 5 x + 84 , find the values of p and q.
Question # 8
For what value of m will the roots of the given equation ( m + 1 ) x2 + 2 ( m + 3 ) x + m + 8 = 0 be equal?
Question # 9
Solve the Equation:-
Question # 10
Calculate the discriminant of the given quadratic equation: y = x2 − 1 .
Question # 11
Radio-isotopes of different elements have different half-lives. Magnesium-27 has a half-life of 9.45 minutes. What is the decay constant for Magnesium-27? Round to five decimal places.
Question # 12
If one root of quadratic equation is 4 + 5 ι , then equation is:
Question # 13
Form the equation whose roots are 7 + √3 and 7 − √3.
Question # 14
Find the remainder when 4 x3 − 5 x + 1 is divided by 2 x − 1.
Question # 15
Two cars start out at the same point. One car starts out driving north at 25 mph. Two hours later the second car starts driving east at 20 mph. How long after the first car starts traveling does it take for the two cars to be 300 miles apart?
Question # 16
Translate the algebraic expression into statement: y + 10.
Question # 17
Find the value of a.
Question # 18
Your company is going to make frames as part of a new product they are launching. The frame will be cut out of a piece of steel, and to keep the weight down, the final area should be 28 cm2. The inside of the frame has to be 11 cm by 6 cm. What should be the width x of the metal?
Question # 19
Standard Form:
Question # 20
Form the equation whose roots are − 2.5 and 8.5.
Question # 21
Which word problem can be solved using the expression m + 5 ?
Question # 22
Evaluate the:
Question # 23
Solve the:
Question # 24
Which expression matches the phrase: 3 times a number.
Question # 25
Roots of the equation are:
Question # 26
Find the solution set of:
Question # 27
Evaluate: ( 1 + ω − ω2 ) ( 1 − ω + ω2 ).
Question # 28
The expression 4 x2 − p x + 7 leaves a remainder of − 2 when divided by x − 3 . Find the value of p .
Question # 29
Solve the equation: 2 x4 − 32 = 0.
Question # 30
The total number of viewers who went to a cinema from Monday to Sunday can be modeled by the function F ( x ) = 6 x 3 + 53 x 2 + 72 x + 90 and the number of movies played from Monday to Sunday can be modeled by G ( x ) = 2 x + 15 , where x is the number of days since Monday. Which of the following expressions correctly describes the average number of viewers per movie?
Question # 31
Find four fourth roots of 16.
Question # 32
Calculate the discriminant of the given quadratic equation: y = x2 − x − 2.
Question # 33
Solve: 3 y5 − 243 y = 0.
Question # 34
Find the remainder when 4 x3 − 5 x + 1 is divided by x + 3.
Question # 35
If ω is imaginary cube root of unity, then ω is equal to _____.
Question # 36
What is the remainder R when the polynomial p(x) = ?
Question # 37
Which of the following is a trinomial written in descending order?
Question # 38
Find the nature of the roots of the equation x2 − 18 x + 81 = 0 without actually solving them.
Question # 39
Which one of the following is the solution of:
Question # 40
Solve the Equation
Question # 41
An office has two envelope stuffing machines. Working together they can stuff a batch of envelopes in 2 hours. Working separately it will take the second machine 1 hour longer than the first machine to stuff a batch of envelopes. How long would it take each machine to stuff a batch of envelopes by themselves?
Question # 42
Evaluate:
Question # 43
Product of three cube roots of unity is/are _____.
Question # 44
A ball is thrown straight up, from 3 m above the ground, with a velocity of 14 m/s. When does it hit the ground?
Question # 45
Form the equation whose roots are − 3.5 and 8.5.
Question # 46
Solve:
Question # 47
Find four fourth roots of 625.
Question # 48
Simplify
Question # 49
Form the equation whose roots are 5 + 4 √ 2 and 5 − 4 √ 2.
Question # 50
If g and h are the roots of the equation: x2 − 6 x + 6 = 0 . What is the value of g2 + h2 ?
Total Questions
1234567891011121314151617181920212223242526272829303132333435363738394041424344454647484950
Math MCQ Test by Topics
- +4.1 Introduction
- +4.1.1 Solution of Quadratic Equations
- +4.1 Exercise
- +4.2 Solution of Equations Reducible to the Quadratic Equation
- +4.2 Exercise
- +4.2 Radical Equations
- +4.3 Exercise
- +4.3 Three Cube Roots of Unity
- +4.3.1 Properties o f Ctibe Roots of Unity
- +4.4 Four Fourth Roots of Unity
- +4.4.1 Properties of fopr Fourth Roots of Unity
- +4.4 Exercise
- +4.5 Polynomial Function
- +4.6 Theorems
- +4.7 Synthetic Division
- +4.5 Exercise
- +4.8 Relations Between the Roots and the Coefficients of a Quadratic Equation
- +4.9 Formation of an Equation Whose Roots are Given
- +4.6 Exercise
- +4.10 Nature of the roots of a quadratic equation
- +4.7 Exercise
- +4.11 System of Two Equations Involving Two Variables
- +4.8 Exercise
- +4.12 Problems on Quadratic Equations
- +4.10 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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