Class 12 Mathematics
- Description
- Curriculum
- Reviews
Circles
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1
25-06-25.1 General Form of Circles -
2
25-06-25.2 General Form of Circles
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3
25-06-25.3 Different Forms of Circles
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4
26-06-25.1 Intercept form Q&As
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5
26-06-25.2 Equation of circle passing through 3 points
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6
26-06-25.3 Equation of circle passing through 3 points
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7
26-06-25.4 Parametric form
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8
27-06-25.1 Geometry of Circles
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9
27-06-25.2 Length of Tangents
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10
27-06-25.3 Length of Tangents
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11
27-06-25.4 Equation of Tangents
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12
28-06-25.1 Equations of Tangents
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13
28-06-25.2 Pair of Tangents, Chord of contact
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14
28-06-25.3 Director circles & normal to circle
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15
15-07-25.1 Circles PYQs
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16
15-07-25.2 Circles PYQs
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17
17-07-25.1 Pole and Polar
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18
17-07-25.2 Conject & Inverse Points
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19
17-07-25.3 Relative Position of 2 circles
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20
17-07-25.4 Centre of Similitude
System of Circles
Complex Numbers
Parabola
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35
19-07-25.1 Conic sections
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36
19-07-25.2 Parabola intro
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37
19-07-25.3 Parametric Form
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38
22-07-25.1 Equation of chord at midpoint
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39
22-07-25.2 Other forms of Parabola
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40
22-07-25.3 Properties of Focal Chord
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41
22-07-25.4 Position of a line
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42
23-07-25.1 Tangent Equation
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43
23-07-25.2 Tangent Equation
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44
23-07-25.3 Properties of tangent
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45
24-07-25.1 Normal to the Parabola
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46
24-07-25.2 Properties of normal
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47
24-07-25.3 Conomial points
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48
25-07-25.1 Parabola PYQs
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49
25-07-25.2 Parabola Q&A
Integration
Ellipse
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58
15-09-25.1 Ellipse
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59
15-09-25.2 Standard Equation of Ellipse
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60
15-09-25.3 Parallel to coordinate axis
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61
16-09-25.1 Various forms of Ellipses
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62
16-09-25.2 Equation of Chord
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63
16-09-25.3 Parametric Form of Ellipse
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64
16-09-25.4 Tangent Equations
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65
17-09-25.1 Direct angles, chord of contact
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66
17-09-25.2 Properties of tangent
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67
17-09-25.3 Equation of normal Ellipse
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68
17-09-25.4 PYQs
Hyperbola
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69
18-09-25.1 Hyperbola Intro
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70
18-09-25.2 Standard Equation of Hyperbola
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71
18-09-25.3 Equation of hyperbola parallel to coordinate axes
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72
19-09-25.1 Positional line & Plane w.r.t hyperbola
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73
19-09-25.2 Parametric Form of hyperbola
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74
19-09-25.3 Tangent to hyperbola
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75
19-09-25.4 Properties of tangent
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76
20-09-25.1 Asymptotes of hyperbola
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77
20-09-25.2 Normal to hyperbola
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78
20-09-25.3 Coordinate axis as asymptotes
Permutations and Combinations
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79
23-09-25.1 Fundamental of Principle counting
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80
23-09-25.2 Fundamental of Principle Counting
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81
23-09-25.3 Factorial Notation
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82
23-09-25.4 Permutations
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83
24-09-25.1 Permutations under restriction
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84
24-09-25.2 Combinations
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85
24-09-25.3 Combination and agreement
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86
26-09-25.1 Circular Permutations
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87
26-09-25.2 All Possible combinations
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88
27-09-25.1 Division&Distribution of distinct Objects
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89
27-09-25.2 Distribution of identical objects
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90
27-09-25.3 Principle of inclusion & Exclusion derangement
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91
06-10-25.1 Uses of NCR
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92
06-10-25.2 Rank & Sum of n digit numbers
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93
06-10-25.3 PYQs
Binomial Theorem
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94
07-10-25.1 Binomial Expansion
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95
07-10-25.2 Pascal's Triangle
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96
07-10-25.3 Conjugate Expansion, Middle Term
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97
08-10-25.1 Multinomial Expansion
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98
08-10-25.2 Applications & Coefficient of Binomial Expansion
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99
08-10-25.3 Coefficient of Binomial Expansion
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100
11-10-25.1 Sum of coefficients in an Expansion
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101
11-10-25.2 Ratio of consecutive, numerically greatest term
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102
11-10-25.3 Numerically greatest term, Series of Binomial Expansion
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103
13-10-25.1 Miscellaneous Series Part-1
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104
13-10-25.2 Miscellaneous Series Part-2
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105
13-10-25.3 Binomial inside Binomial
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106
13-10-25.4 Binomial Expansion for rotational inside
Statistics
Probability
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112
30-10-25.3 Probability
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113
31-10-25.1 Axiomatic Approach
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114
31-10-25.2 Mathematical Definition of Probability
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115
31-10-25.3 Addition Theorem of Probability
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116
31-10-25.4 Addition Theorem of Probability
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117
01-11-25.1 Conditional Probability
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118
03-11-25.1 Multiplication theorem of Probability
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119
03-11-25.2 Independent Event
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120
03-11-25.3 Total Probability
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121
03-11-25.4 Bayes Theorem
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122
04-11-25.1 Random Variables
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123
04-11-25.2 Mean & Variance
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124
04-11-25.3 Cumulative distribution
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125
04-11-25.4 Binomial Probability Distribution
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126
01-11-25.2 Multiplication Theorem of Probability
Partial Fractions
Quadratic Equations
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131
07-11-25.2 Intro, Equation reduced to quadratic equation
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132
07-11-25.3 Equation reduced to quadratic equation
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133
07-11-25.4 Nature of roots
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134
10-11-25.1 Find range of Q.E
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135
10-11-25.2 Relation between roots and coefficient of QE
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136
10-11-25.3 Newton's Theorem, Common root
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137
11-11-25.1 Relation between roots & Coefficient
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138
11-11-25.2 Higher Degree Equation
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139
11-11-25.3 Quadratic function
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140
12-11-25.1 Location of roots
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141
12-11-25.2 Location of roots
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142
12-11-25.3 Solving inequalities
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