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CUET, CUET 2024 HISTORY, CUET 2024 HUMANITIES ALL SUBJECTS, Notes
CUET 2024 History Notes Chapter 3 Kinship, Caste and Class
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“CUET History Notes by Artham Resources: Chapter 3 – Kinship, Caste, and Class. Explores the social structures and hierarchies based on kinship ties, caste system, and socioeconomic classes throughout history.”

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CUET 2024 History Notes Chapter 2 Kings, Farmers and Towns
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“CUET History Notes by Artham Resources: Chapter 2 – Kings, Farmers, and Towns. Explores the socio-political dynamics, economic activities, and urban developments during ancient and medieval periods.”

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CUET 2024 History Notes Chapter 1 Bricks, Beads and Bones (The Harappan Civilisation)
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“CUET History Notes by Artham Resources: Chapter 1 – Bricks, Beads, and Bones (The Harappan Civilization). Explores the archaeological discoveries, urban planning, culture, and decline of the Harappan civilization.”

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CUET 2024 Mathematics Notes Chapter 14 Probability
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“CUET Maths Notes: Chapter 14 – Probability. Explores the fundamentals of probability theory, including basic concepts, rules, and applications in real-world scenarios.”

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CUET 2024 Mathematics Notes Chapter 13 Linear Programming Problems
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“CUET Mathematics Notes: Chapter 13 – Linear Programming Problems. Explores optimization techniques to maximize or minimize a linear objective function subject to linear constraints.”

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CUET 2024 Mathematics Notes Chapter 12 3D
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“CUET Maths Notes: Chapter 12 – 3D. Explores the concepts of three-dimensional geometry, covering topics such as coordinates, vectors, planes, and solids.”

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CUET, CUET 2024 PCMB NEW FILES, CUET Maths 2024, Notes
CUET 2024 Mathematics Notes Chapter 11 Vectors
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“CUET Math Notes: Chapter 11 – Vectors. Explores the fundamentals of vectors, including their representation, addition, subtraction, scalar multiplication, and applications in geometry and physics.”

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CUET 2024 Mathematics Notes Chapter 10 Differential Equations
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“CUET Maths Notes: Chapter 10 – Differential Equations. Explores methods for solving ordinary and partial differential equations, crucial in modeling various phenomena in mathematics and science.”

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CUET 2024 Mathematics Notes Chapter 9 Applications of Integrals
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“CUET Maths Notes: Chapter 9 – Applications of Integrals. Explores real-life applications of integration, including area under curves, volumes of solids of revolution, and finding centroids and moments of inertia.”

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CUET, CUET 2024 PCMB NEW FILES, CUET Maths 2024, Notes
CUET 2024 Mathematics Notes Chapter 8 Indefinite Integrals
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“CUET Mathematics Notes: Chapter 8 – Indefinite Integrals. Focuses on techniques and methods for finding antiderivatives, essential for solving a wide range of mathematical problems.”

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CUET 2024 Mathematics Notes Chapter 7 Definite Integrals
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“CUET Math Notes: Chapter 7 – Definite Integrals. Explores the concept of definite integrals, including properties, evaluation techniques, and applications in calculus.”

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CUET 2024 Mathematics Notes Chapter 2 Inverse Trigonometric Functions
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“CUET Math Notes: Chapter 2 – Inverse Trigonometric Functions. Explores the inverse relations of trigonometric functions and their properties, essential for solving trigonometric equations and applications.”

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CUET 2024 Mathematics Notes Chapter 5 Continuity and Differentiability
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“CUET Maths Notes: Chapter 5 – Continuity and Differentiability. Explores the concepts of continuity and differentiability of functions, essential for understanding calculus.”

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CUET 2024 Mathematics Notes Chapter 3 Matrices
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“CUET Maths Notes: Chapter 3 – Matrices. Explores the fundamentals of matrices, including operations, properties, and applications in solving linear equations and transformations.”

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CUET 2024 Mathematics Notes Chapter 4 Determinants
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“CUET Maths Notes: Determinants. Covers the fundamental concepts and properties of determinants, including methods for calculation and their applications in linear algebra.”

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CUET, CUET 2024 PCMB NEW FILES, CUET Maths 2024, Notes
CUET 2024 Mathematics Notes Chapter 6 Applications of Derivatives
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“CUET Math Notes: Chapter 6 – Applications of Derivatives. Explores practical applications of derivatives in optimization, rate of change, and curve sketching.”

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