The potential of Class 12 Mathematics with this comprehensive set, meticulously crafted to empower students with a deep understanding of advanced mathematical concepts. Authored by renowned mathematicians, this collection includes two volumes covering the entire Class 12 syllabus and an extensive set of Multiple Choice Questions (MCQs) to enhance problem-solving skills. Volume 1 & Volume 2: Thorough coverage of the Class 12 syllabus, providing in-depth explanations and examples for a clear understanding of complex mathematical concepts.
MCQs for Practice: A wide array of thoughtfully designed Multiple Choice Questions to reinforce learning and prepare students for exams. Problem-solving Approach: Step-by-step solutions to mathematical problems, promoting a systematic and strategic approach to solving complex equations. Exam-oriented Content: Tailored content to align with board examinations and other competitive entrance tests, ensuring students are well-prepared for academic success.
rdSharmaMathematicsMCQClass12
R.D. Sharma Class 12 Mathematics MCQs Volume 1 and 2
MCQs for Practice: A wide array of thoughtfully designed Multiple Choice Questions to reinforce learning and prepare students for exams. Problem-solving Approach: Step-by-step solutions to mathematical problems, promoting a systematic and strategic approach to solving complex equations. Exam-oriented Content: Tailored content to align with board examinations and other competitive entrance tests, ensuring students are well-prepared for academic success.
Book Chapter
- 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 INTIGRALS
- Chapter 19: DEFINITE INTIGRALS
- Chapter 20: AREA 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