11th Math Linear Inequalities MCQ Chapter Quiz: Check knowledge with instant result

Are you student of 11th Math grade or preparing any competitive exam based on 11th standard? If yes! Participate in 11th Mathematics MCQ Chapter Linear Inequalities Quiz for check knowledge with instant result for all type board exam, competitive exam like IIT JEE and other engineering entrance exam. 

Linear Inequalities MCQ Test

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Time: 10 Minutes for 10 Question.

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11th Math: Linear Inequalities

1 / 10

1. The marks obtained by a Monika of Class XI in first and second terminal examination are 62 and 48, respectively. Find the minimum marks he should get in the annual examination to have an average of at least 60 marks.

x ≥ 50

x ≥ 70

x ≥ 90

None

2 / 10

2. Solve the inequalities 2 ≤ 3x – 4 ≤ 5

[2,3]

[1,9]

[4,0]

None

3 / 10

3. What are the pairs of consecutive odd integers greater than 10 that add up to less than 40?

(11, 13)

(11, 13), (13, 15), (15, 17), (17, 19)

(13, 15), (15, 17)

None

4 / 10

4.

x ≥ 6

x < 7

x ≥ 8

None

5 / 10

5. A solution is to be kept between 68° F and 77° F. What is the range in temperature in degree Celsius (C) if the Celsius / Fahrenheit (F) conversion formula is given by

4°C

5°C

6°C

20°C

6 / 10

6. How many litres of water will have to be added to 1125 litres of the 45% solution of acid so that the resulting mixture will contain more than 25% but less than 30% acid content?

More than 562.5 litres but less than 600 litres.

More than 562.5 litres but less than 900 litres.

More than 462.5 litres but less than 900 litres.

None

7 / 10

7. ABC Company has 600 litres of a 12% solution of acid. How many litres of a 30% acid solution must be added to it so that acid content in the resulting mixture will be more than 15% but less than 18%?

Less than 120 litres but more than 300 litres

More than 120 litres but less than 300 litres

More than 220 litres but less than 300 litres

None

8 / 10

8. Observe the figure below and The interval at which the value of x lies is

x ∈ (– ∞, – 2]

x ∈ (– ∞, – 2)

x ∈ (– 2, ∞]

x ∈ [– 2, ∞)

9 / 10

9. Solve 4x + 3 < 6x +7.

x > 1

x > – 2

x < 1

None

10 / 10

10. Solve – 8 ≤ 5x – 3 < 7.

–1 > x > 2

0

–1 ≤ x < 2

None

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11th Math Linear Inequalities MCQ Quiz – Test Your Understanding of Inequalities!

Prepare for your Class 11 Mathematics exams with our Linear Inequalities MCQ Quiz. This chapter introduces you to the concept of linear inequalities, their graphical representation, and the methods to solve them. Mastering this topic will help you in many areas of mathematics, including algebra, geometry, and calculus.

The Linear Inequalities MCQ quiz consists of 10 questions designed to test your understanding of key concepts such as solving linear inequalities in one variable, graphical solutions of inequalities, and operations on inequalities. This quiz is perfect for CBSE students or anyone preparing for competitive exams like JEE. Test your knowledge, practice efficiently, and boost your exam preparation with this focused quiz!

FAQs

Q1: What topics are covered in the 11th Math Linear Inequalities MCQ quiz?
Ans: The quiz covers topics like solving linear inequalities in one variable, graphical representation of linear inequalities, operations on inequalities, and real-world applications of linear inequalities.

Q2: How many questions are included in this quiz?
Ans: The quiz contains 10 questions that evaluate your understanding of linear inequalities and their applications.

Q3: Is the quiz based on the NCERT syllabus for Class 11?
Ans: Yes, the quiz is aligned with the NCERT syllabus for Class 11 Mathematics and covers all the important aspects of linear inequalities.

Q4: How does practicing this quiz help in exam preparation?
Ans: This quiz helps you practice solving linear inequalities, which is crucial for both Class 11 exams and competitive exams like JEE. It also enhances your problem-solving and analytical skills.

Q5: Is this quiz available for free?
Ans: Yes, the quiz is completely free, and you can take it multiple times to strengthen your understanding of linear inequalities.

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