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Maths for CBSE students is extensive and detailed. To get the best understanding of the subject, students should follow suitable materials that cover all concepts. RD Sharma books are the best option for CBSE students as they are comprehensive and contain numerous topics.

RD Sharma Class 12th Exercise 29.2 covers the chapter Linear Programming. It contains 28 Level 1 sums that are simple and based on fundamentals. Moreover, it covers the graphical method concept in which the equation and constraints are specified. RD Sharma solutions The majority of sums in this exercise are based on the same concept, which means that students can practice a few of them and refer to the solutions for the rest to save time.

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**Answer:** the maximum value of Z is 10**Hint**: plot the points on the graph**Given:** maximize: **Solution: **the given constraints are

We need to maximize the objective function . Converting the equations into equations, we obtain the lines

These lines are drawn and the feasible region of the LPP is shaded.

The coordinates of the corner points of the feasible regions are

The values of the objects function at the points are given in the following table;

Out of these values of Z, the maximum value of Z is 10

Linear Programming exercise 29.2 question 27

**Answer:** the maximum value of Z is 200**Hint:** plot the point on the graph.**Given:** maximize **Solution:** the given constraints are

Converting the inequalities into equations, we obtain the following equations;

These equations represents straight lines in Xy palne

The line must coordinate axes at A(18, 0) and B(0, 14). Join these to obtain the line .

The line meets the coordinates axes at join these points to obtain the line . The line is parallel to y-axis passes through the point

Also, is the y-axis and is the x-axis.the feasible region of the LPP is shaded

The point of intersection of lines is D(-1,12)

The point of intersection of line and R(2,0)

The coordinates of the corner points of the feasible region we have the value of the objective function of these points are given in the following table;

Clearly, the maximum value of Z is 200

Career360 provides RD Sharma Class 12th Exercise 29.2 solutions to ensure the proper preparation of students. As this material is updated to the latest version and complies with the CBSE syllabus, students can take advantage of it and study using this material. It contains step-by-step solutions that are detailed and easy to understand, even for students who face difficulty in Math.

Subject experts prepare RD Sharma Class 12th Exercise 29.2 material with years of experience with CBSE question papers. Moreover, as it covers the entire syllabus, students can refer to it if they have doubts in their class lectures. This is the best guide for students who want to cover all aspects of the subject and score good marks in exams.

As maths is a subject that requires a lot of practice, Career360 has provided essential questions that are based on fundamentals to help students prepare accordingly. The answers provided by RD Sharma Class 12th Exercise 29.2 material contain step-by-step explanations that are helpful to understand the concepts easily.

This chapter contains hundreds of sums, which is why it is not feasible for students to solve every one of them. Career360 has provided this material to help students cover their syllabus easily while saving time. These solutions are the best medium for preparation as they are simple and easy to understand. Students who face difficulty studying from RD Sharma textbook can refer to this material to simplify their learning.

Students can complete a fixed amount of sums every day to progress in their portion efficiently. This method will help them understand all concepts clearly while saving time for revision. RD Sharma Class 12th Exercise 29.2 material is available on Career360's website for students to access. It is entirely free, and all the solutions are available on the website. This makes it a convenient option for students to prepare for their exams from the comfort of their homes.

- Chapter 1 - Relations
- Chapter 2 - Functions
- Chapter 3 - Inverse Trigonometric Functions
- Chapter 4 - Algebra of Matrices
- Chapter 5 - Determinants
- Chapter 6 - Adjoint and Inverse of a Matrix
- Chapter 7 - Solution of Simultaneous Linear Equations
- Chapter 8 - Continuity
- Chapter 9 - Differentiability
- Chapter 10 - Differentiation
- Chapter 11 - Higher Order Derivatives
- Chapter 12 - Derivative as a Rate Measurer
- Chapter 13 - Differentials, Errors and Approximations
- Chapter 14 - Mean Value Theorems
- Chapter 15 - Tangents and Normals
- Chapter 16 - Increasing and Decreasing Functions
- Chapter 17 - Maxima and Minima
- Chapter 18 - Indefinite Integrals
- Chapter 19 - Definite Integrals
- Chapter 20 - Areas of Bounded Regions
- Chapter 21 - Differential Equations
- Chapter 22 - Algebra of Vectors
- Chapter 23 - Scalar Or Dot Product
- Chapter 24 - Vector or Cross Product
- Chapter 25 - Scalar Triple Product
- Chapter 26 - Direction Cosines and Direction Ratios
- Chapter 27 - Straight Line in Space
- Chapter 28 - The Plane
- Chapter 29 - Linear programming
- Chapter 30- Probability
- Chapter 31 - Mean and Variance of a Random Variable

1. Can I study only using this material?

RD Sharma Class 12 Chapter 29 Exercise 29.2 material covers all concepts and contains step-by-step solutions for all questions. Thus, it is the best option for exam preparation.

2. Are there any additional charges?

No, Class 12 RD Sharma Chapter 29 Exercise 29.2 Solutions are free to access from Career360's website.

3. What are the advantages of this material?

As RD Sharma Class 12 Solutions Linear Programming Ex 29.2 contain solved questions prepared by subject experts, students can easily prepare from it while saving a lot of time and effort.

4. Does it cover all concepts?

Yes, RD Sharma Class 12 solutions Chapter 29 Ex 29.2 material cover all concepts and provide detailed solutions from the RD Sharma book.

5. Can I score good marks through this material?

As RD Sharma is a widely used book questions from this material can also appear in exams which is why it is the best source for exam preparation.

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