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MathsProbability
Maths
Maths
  • Numbers
  • 1. Number Systems
  • Algebra
  • 2. Algebraic Expressions
  • 3. Linear Equations
  • 4. Polynomials
  • 5. Quadratic Equations
  • 6. Arithmetic Progressions
  • 7. Inequalities
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  • 9. Factorisation
  • Geometry
  • 10. Lines and Angles
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  • 16. 2D Mensuration
  • 17. 3D Mensuration
  • Trigonometry
  • 18. Introduction to Trigonometry
  • 19. Trigonometric Identities
  • 20. Heights and Distances
  • 21. Trigonometric Functions
  • 22. Inverse Trigonometric Functions
  • Advanced Algebra
  • 23. Sequences and Series
  • 24. Matrices
  • 25. Determinants
  • 26. Complex Numbers
  • 27. Permutations and Combinations
  • 28. Binomial Theorem
  • 29. Sets
  • 30. Relations
  • 31. Functions
  • Calculus
  • 32. Limits
  • 33. Continuity
  • 34. Differentiation
  • 35. Applications of Derivatives
  • 36. Integration
  • 37. Applications of Integrals
  • 38. Differential Equations
  • Vectors and 3D Geometry
  • 39. Vectors
  • Statistics and Probability
  • 40. Data Handling
  • 41. Measures of Central Tendency
  • 42. Measures of Dispersion
  • 43. Correlation
  • 44. Probability
    • 44.1. Basic Probability Concepts
    • 44.2. Addition Theorem of Probability
    • 44.3. Conditional Probability
    • 44.4. Multiplication Theorem of Probability
    • 44.5. Independent Events
    • 44.6. Bayes' Theorem
  • 45. Random Variables
  • 46. Probability Distributions
  • Linear Programming
  • 47. Formulation of Linear Programming Problems
  • 48. Graphical Method
  • 49. Linear Programming - Constraints and Feasible Region
  • 50. Optimization Problems
  • Mathematical Reasoning
  • 51. Statements
  • 52. Logical Connectives
  • 53. Implications
  • 54. Validity of Statements and Arguments
  • Numbers
  • 1. Number Systems
  • Algebra
  • 2. Algebraic Expressions
  • 3. Linear Equations
  • 4. Polynomials
  • 5. Quadratic Equations
  • 6. Arithmetic Progressions
  • 7. Inequalities
  • 8. Logarithms
  • 9. Factorisation
  • Geometry
  • 10. Lines and Angles
  • 11. Triangles
  • 12. Quadrilaterals
  • 13. Polygons
  • 14. Circles
  • 15. Coordinate Geometry
  • Mensuration
  • 16. 2D Mensuration
  • 17. 3D Mensuration
  • Trigonometry
  • 18. Introduction to Trigonometry
  • 19. Trigonometric Identities
  • 20. Heights and Distances
  • 21. Trigonometric Functions
  • 22. Inverse Trigonometric Functions
  • Advanced Algebra
  • 23. Sequences and Series
  • 24. Matrices
  • 25. Determinants
  • 26. Complex Numbers
  • 27. Permutations and Combinations
  • 28. Binomial Theorem
  • 29. Sets
  • 30. Relations
  • 31. Functions
  • Calculus
  • 32. Limits
  • 33. Continuity
  • 34. Differentiation
  • 35. Applications of Derivatives
  • 36. Integration
  • 37. Applications of Integrals
  • 38. Differential Equations
  • Vectors and 3D Geometry
  • 39. Vectors
  • Statistics and Probability
  • 40. Data Handling
  • 41. Measures of Central Tendency
  • 42. Measures of Dispersion
  • 43. Correlation
  • 44. Probability
    • 44.1. Basic Probability Concepts
    • 44.2. Addition Theorem of Probability
    • 44.3. Conditional Probability
    • 44.4. Multiplication Theorem of Probability
    • 44.5. Independent Events
    • 44.6. Bayes' Theorem
  • 45. Random Variables
  • 46. Probability Distributions
  • Linear Programming
  • 47. Formulation of Linear Programming Problems
  • 48. Graphical Method
  • 49. Linear Programming - Constraints and Feasible Region
  • 50. Optimization Problems
  • Mathematical Reasoning
  • 51. Statements
  • 52. Logical Connectives
  • 53. Implications
  • 54. Validity of Statements and Arguments
Spearman’s Rank CorrelationBasic Probability Concepts

Probability

Probability explained with basic concepts, rules, sample space, events, and simple examples for understanding chance and outcomes.

1.Basic Probability Concepts
Understand basic probability concepts including experiments, outcomes, sample space, events, classical probability, and important properties with simple examples.
2.Addition Theorem of Probability
Understand the addition theorem of probability, including the rule for mutually exclusive events and the general addition rule, with clear explanations and simple examples.
3.Conditional Probability
Understand conditional probability with clear explanations, intuitive meaning, formula, and simple examples to show how the probability of one event changes when another event is known to occur.
4.Multiplication Theorem of Probability
Learn the multiplication theorem of probability, including the general rule, the special rule for independent events, and clear examples showing how probabilities of joint events are found.
5.Independent Events
Learn what independent events are in probability, how to identify them, their properties, and how to compute probabilities when two events do not affect each other.
6.Bayes' Theorem
Understand Bayes' Theorem through simple explanations, the concept of reversing conditional probabilities, the formula, and clear examples showing how updated information changes probability.
Spearman’s Rank CorrelationBasic Probability Concepts
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