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CLASS - 10(Mathematics)
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CLASS - 10(Mathematics)
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Teacher
Dr. Atal Bihari Mallick
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Category
Design
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Mind Power
5.0
2 Votes
Course Description
Course Details enter here...
1. Exercise-8.3 (Q.2(i))
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2. Ex 11.1- (Q-1)
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3. Ex 11.1- (Q-2 )
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4. Ex 11.1- (Q- 3)
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5. Ex 11.1- (Q-4 )
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6. Ex 11.1- (Q -5)
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7. Ex 11.1- (Q-6 )
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8. Ex 11.1- (Q-7 )
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9. Ex-13.1-(Q -1 )
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10. Ex-13.1-(Q -2 )
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11. Ex-13.1-(Q -3 )
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12. Ex-13.1-(Q-4 )
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13. Ex-13.1-(Q -5 )
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14. Ex-13.1-(Q-6 )
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15. Ex-13.1-(Q -7)
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16. Ex-13.1-(Q-8)
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17. Ex-13.2-(Q -1)
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18. Ex-13.2-Q -2
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19. Ex-13.2-(Q -3)
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20. Ex-13.2-(Q-4 )
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21. Ex-13.2-(Q-5)
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22. Ex-13.2-(Q -6)
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23. Ex-13.2-(Q-7)
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24. Ex-13.2-(Q-8)
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25. Ex-13.3-(Q-1)
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26. Ex-13.3-(Q-2)
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27. Ex-13.3-(Q-3)
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28. Exercise-8.3 (Q.2(ii))
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29. Exercise-8.3 (Q.7)
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30. Exercise-8.4 (Q.1)
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31. Finding Other Trigonometric Ratios
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32. Exercise-8.1 (Q.6)
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33. Exercise-8.3 (Q.6)
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34. Example 2
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35. If Tan A Cot B, Prove That A + B = 90°
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36. Intro (Introduction to Trigonometry)
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37. Precaution
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38. Exercise-8.4 (Q.5 (iii))
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39. Exercise-8.4 (Q.5 (iv))
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40. Exercise-8.2 (Q.3)
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41. Exercise-8.4 (Q.3)
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42. The Values Of The Trigonometric
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43. Trigonometric Identities
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44. Trigonometric Ratios Of 0°
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45. Trigonometric Ratios Of 45°
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46. Ex 8.1- (Q1- i )
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47. Ex 8.1- (Q1- ii )
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48. Ex 8.1-Q-2
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49. Ex 8.1-Q-3
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50. Ex 8.1-Q-5
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51. Ex 8.1-Q- 6
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52. Ex 8.1- (Q7- i)
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53. Ex 8.1- (Q7- ii )
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54. Ex 8.1- (Q8 )
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55. Ex 8.1- (Q9- i)
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56. Ex 8.1- (Q9- ii)
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57. Ex 8.1- (Q 10 )
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58. Ex 8.1- (Q11 - i )
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59. Ex 8.2 (Q1- ii )
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60. Ex 8.2 (Q1-iv)
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61. Ex 8.2 (Q1-v )
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62. Ex 8.2 (Q2- i)
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63. Ex 8.2 (Q2- ii )
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64. Ex 8.2 (Q2-iii)
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65. Ex 8.2 (Q2- iv)
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66. Ex 8.2 (Q4- i)
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67. Ex 8.2 (Q4- iii)
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68. Ex 8.2 (Q4-iv)
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69. Ex 8.2 (Q4- v)
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70. Ex - 8.3- (Q1-i)
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71. Ex - 8.3- (Q1-ii)
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72. Ex - 8.3- (Q1-iv)
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73. Ex - 8.3- (Q2-i )
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74. Ex - 8.3- (Q2-ii)
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75. Ex - 8.3- (Q-5)
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76. Ex - 8.3- (Q-6)
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77. Ex - 8.3- (Q-7)
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78. Ex - 8.4- (Q1- i)
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79. Ex - 8.4- (Q1-ii )
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80. Ex - 8.4- (Q2-a)
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81. Ex - 8.4- (Q2-b)
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82. Ex - 8.4- (Q2-e)
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83. Ex - 8.4- (Q3-a)
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84. Ex - 8.4- (Q3-b)
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85. Ex - 8.4- (Q4-b)
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86. Trigonometric Ratios Of 90°
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87. Ex - 8.4- (Q4 b -1)
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88. Ex - 8.4- (Q4-c )
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89. Ex - 8.5-(Q5- ii)
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90. Ex - 8.5-(Q5-iii)
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91. Ex - 8.5-(Q5-iv)
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92. Ex - 8.5-(Q5- v)
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93. Ex - 8.5-(Q5 )
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94. Intro(CIRCLE)
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95. EXERCISE 10.1
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96. Prove that opposite sides of a quadrilateral circumscribing a circle
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97. Exercise-10.2 (Q.1)
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98. Exercise-10.2 (Q.2)
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99. Ex-10.2 (Q - 4)
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100. Exercise-10.2 (Q.3)
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101. Exercise-10.2 (Q.5)
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102. Exercise-10.2 (Q.6)
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103. Exercise-10.2 (Q.7)
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104. Exercise-10.2 (Q.9)
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105. Exercise-10.2 (Q.8)
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106. Exercise-10.2 (Q.10)
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107. Q.11 Prove that the parallelogram circumscribing a circle is a rhombus
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108. Exercise-10.2 (Q.12)
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109. Exercise-10.2 (Q.13)
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110. Tangent to a Circle
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111. The lengths of tangents drawn from an external point
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112. The tangent at any point of a circle is perpendicular
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113. Introduction(Statistics)
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114. Mean of Grouped Data
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115. Step Deviation Part-1
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116. Step Deviation Part-2
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117. Ungrouped Data to Grouped Data part-1
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118. Ungrouped Data to Grouped Data part-2
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119. Intro(Areas related to circles)
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120. EXERCISE 12.1 (Q.1 & Q.3)
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121. EXERCISE 12.2 (Q.3)
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122. EXERCISE 12.3 (Q.1)
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123. EXERCISE-12.3 (Q.2)
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124. EXERCISE-12.3 (Q.3)
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125. EXERCISE-12.3 (Q.4)
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126. EXERCISE-12.3 (Q.9)
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127. Exercise-12.3 (Q.11 & Q.12)
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128. EXERCISE-12.3 (Q.15)
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129. Areas of Sector And Segment of a Circle
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130. Perimeter And Area of a Circle
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131. Exercise-12.1 (Q.4)
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132. EXERCISE-12.2 (Q.5)
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133. EXERCISE-12.2 (Q.1)
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134. EXERCISE-12.2 (Q.13)
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135. Ex-12.3 (Q6)
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136. Ex-12.3 (Q7)
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137. Ex-12.3 (Q8 - i)
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138. Ex-12.3 (Q8 - ii)
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139. Ex-12.3 (Q9)
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140. Ex-12.3 (Q10)
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141. Ex-12.3 (Q11)
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142. Ex-12.3 (Q12 - ii)
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143. Ex-12.3 (Q13)
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144. Ex-12.3 (Q14)
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145. Ex-12.3 (Q15)
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146. Ex-12.3 (Q16)
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147. Ex-12.1 (Q-1)
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148. Ex-12.1 (Q-3)
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149. Ex-12.1 (Q-4)
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150. Ex-12.1 (Q-5)
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151. Ex-12.2 (Q4 - i)
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152. Ex-12.2 (Q4 - ii)
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153. Ex-12.2 (Q5 - i)
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154. Ex-12.2 (Q5 - ii)
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155. Ex-12.2 (Q5 - iii)
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156. Ex-12.2 (Q6)
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157. Ex-12.2 (Q7)
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158. Ex-12.2 (Q8 - i)
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159. Ex-12.2 (Q8 - ii)
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160. Ex-12.2 (Q9 - i)
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161. Ex-12.2 (Q9 - ii)
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162. Ex-12.2 (Q10)
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163. Ex-12.2 (Q11)
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164. Ex-12.2 (Q12)
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165. Ex-12.2 (Q13)
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166. Ex-12.2 (Q14)
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167. Ex-12.3 (Q1)
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168. Ex-12.3 (Q2)
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169. Ex-12.3 (Q3)
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170. Ex-12.3 (Q4)
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171. Ex-12.3 (Q5)
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172. √2 Is Irrational
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173. Sweet seller Has 420 Kaju Barfis & 130 Badam Barfis.
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174. Find The HCF Of 96 & 404 By The Prime Factorisation Method.
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175. Fundamental Theorem Of Arithmetic
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176. Let X P & Q be A Rational Number, Such That The Prime Factorisation
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177. Let X = P And Q Where P And Q Are Co primes, Be A Rational Number
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178. Rational Numbers & Their Decimal Expansions
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179. What Is Lemma And Algorithm
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180. Ex- 1.1 (Q1- i)
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181. Ex- 1.1 (Q-1- iii)
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182. Ex- 1.1 (Q-2)
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183. Ex- 1.1 (Q-3 )
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184. Ex- 1.1 ( Q-4 )
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185. Ex- 1.1( Q-5 )
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186. Ex- 1.2( Q1-i )
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187. Ex- 1.2 (Q 1-ii )
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188. Ex- 1.2 (Q1-iii)
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189. Ex- 1.2- (Q1-iv )
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190. Ex- 1. 2- (Q1-v )
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191. Ex- 1.2- (Q2-i)
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192. Ex- 1.2- Q-2-ii
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193. Ex- 1.2- (Q2-iii )
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194. Ex- 1.2- (Q3-i )
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195. Ex- 1.2- (Q3-ii)
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196. Ex- 1.2- (Q3-iii)
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197. Ex- 1.2- (Q-4 )
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198. Ex- 1.2- (Q-5 )
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199. Ex -1.2-(Q-6 )
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200. Ex -1.2-Q-7
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201. Ex -1.3 (Q-1)
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202. Ex -1.3 (Q-2 )
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203. Ex -1.3-(Q3-i)
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204. Ex -1.3-(Q3-ii )
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205. Ex -1.3-(Q3-iii)
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206. Ex -1.4-(Q1-i)
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207. Ex -1.4-(Q1-ii)
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208. Ex -1.4-(Q1-iii )
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209. Ex -1.4-(Q1-iv )
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210. Ex -1.4-(Q1-v )
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211. Ex -1.4-(Q1-vi)
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212. Ex -1.4-(Q1-vii )
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213. Ex -1.4-(Q1-viii)
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214. Ex -1.4-(Q1-ix)
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215. Ex -1.4-(Q1-x )
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216. Ex -1.4-(Q2-i)
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217. Ex -1.4-(Q-2-ii )
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218. Ex -1.4-(Q-2-iii)
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219. Ex -1.4-(Q2-iv )
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220. Ex -1.4-(Q2-v)
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221. Ex -1.4-(Q2-vi)
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222. Ex -1.4-(Q2-viii)
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223. Ex -1.4-(Q2-ix)
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224. Ex -1.4-(Q2-x )
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225. Ex -1.4-(Q3+i )
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226. Ex -1.4-(Q3-ii )
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227. Intro(Polynomials)
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228. Example 2 (Polynomials)
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229. Geometrical Meaning of The Zeroes of a Polynomial
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230. Relationship Between Zeroes & Coefficients of a Quadratic Polynomial
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231. Types Of Polynomial
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232. Ex- 2.3 (Q2 - i)
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233. Ex- 2.3 (Q2- ii)
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234. Ex- 2.3 (Q2- iii)
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235. Ex- 2.3 (Q- 4)
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236. Ex- 2.3 (Q- 5)
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237. Ex- 2.4 (Q.1 - i)
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238. Ex- 2.4 (Q1 - ii)
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239. Ex- 2.4 (Q.3)
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240. Ex- 2.4 (Q.4)
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241. Zero Of A Polynomial P(x)
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242. Ex-2.1 (Q1-ii)
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243. Ex- 2.1 (Q1-iii)
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244. Ex- 2.1 (Q1-iv)
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245. Ex- 2.1 (Q1-v)
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246. Ex-2.1 (Q1-vi)
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247. Ex- 2.2 (Q1-i)
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248. Ex- 2.2 (Q1-ii)
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249. Ex- 2.2 (Q1-iii)
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250. Ex- 2.2 (Q1-iv)
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251. Ex-2.2 (Q1- v)
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252. Ex- 2.2 (Q1 - vi)
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253. Ex- 2.2 (Q2 - i)
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254. Ex- 2.2 (Q2 - ii)
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255. Ex- 2.2 (Q2 - iii)
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256. Ex- 2.2 (Q2 - iv)
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257. Ex- 2.2 (Q2 - v)
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258. Ex- 2.2 (Q2 - vi)
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259. Ex- 2.3 (Q1- i)
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260. Ex- 2.3 (Q1- iii)
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261. Introduction (pair Of Linear Equation Two Variable)
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262. Graph Of Equation Not Expression
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263. Graphical Method Of Solution Of A Pair Of Linear Equations
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264. Homogeneous System Of Equation
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265. Linear Equations In Two Variables & Its Solutions
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266. Infinitely Many Solutions
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267. Pair Of Liner Equation In Two Variables & Their Geometrical Representation
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268. Practical Examples Of Pair Of Linear Equations In Two Variables
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269. Substitution Part 1
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270. Substitution Part-2
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271. Summary Of The Behaviors Of Lines Representing A Pair Of Linear Equations
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272. Ex 3.1 (Q1-i)
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273. Ex 3.1 Q-2
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274. Ex 3.2 (Q1-i)
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275. Ex 3.2 (Q1-ii )
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276. Ex 3.2 (Q2-i )
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277. Ex 3.2 (Q2-ii)
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278. Ex 3.2 ( Q2-iii )
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279. Ex 3.2 (Q3-i )
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280. Ex 3.2 (Q3-ii)
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281. Ex 3.2 (Q3-iii)
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282. Ex 3.2 (Q3-iv )
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283. Ex 3.2 (Q3-v )
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284. Ex 3.2 (Q-4-ii)
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285. Ex 3.2 (Q-4-iii)
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286. Ex 3.2(Q4-iv)
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287. Ex 3.2 Q-5
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288. Ex 3.2 (Q6-i )
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289. Ex 3.2 (Q-7)
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290. (Ex 3.3 Q1-i )
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291. Ex 3.3 (Q1-ii )
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292. Ex 3.3 (Q1-iii)
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293. Ex 3.3 (Q1-iv )
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294. Ex 3.3 (Q1-v)
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295. Ex 3.3 (Q3-i )
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296. Ex 3.3 (Q3-ii)
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297. Ex 3.3 (Q-3-iii)
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298. Ex 3.3 (Q-3-iv)
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299. Ex 3.3 (Q-3-v)
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300. Ex 3.3 (Q3-vi)
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301. Ex 3.4 (Q1-ii )
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302. Ex 3.4 (Q1-iii )
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303. Ex 3.4 Q-2-i
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304. Ex 3.4 (Q2-ii )
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305. Ex 3.4 (Q2-iii)
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306. Ex 3.4 (Q2-iv )
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307. Ex 3.4 (Q2-v )
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308. Intro(QUADRATIC EQUATIONS)
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309. Nature Of Roots
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310. Quadratic Formula
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311. Solution Of A Quadratic Equation
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312. Ex 4.4- (Q- 4)
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313. Ex 4.4-(Q- 5)
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314. Quadratic Equation By Factorisation Find The Roots Of The Quadratic Equation 6x2 – X – 2 = 0
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315. Ex - 4.1- (Q1-i )
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316. Ex - 4.1- (Q1-ii)
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317. Ex - 4.1- (Q1-iii )
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318. Ex - 4.1 (Q- 1-iv)
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319. Ex - 4.1- (Q1-v)
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320. Ex - 4.1- (Q1-vii )
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321. Ex - 4.1- (Q1-viii)
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322. Ex - 4.1-( Q2-i )
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323. Ex - 4.1- (Q2-ii )
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324. Ex - 4.1- (Q2-iii )
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325. Ex - 4.2-( Q1-ii)
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326. Ex - 4.2- (Q1-iii)
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327. Ex - 4.2- (Q1-v)
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328. Ex - 4.2- (Q2-i )
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329. Ex - 4.2- Q2-ii
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330. Ex - 4.2- Q-3
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331. Ex - 4.2 (Q-4)
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332. Ex - 4.2- Q-5
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333. Ex - 4.2- Q-6
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334. Ex - 4.3- (Q1-i )
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335. Ex - 4.3- Q1-ii
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336. Ex - 4.3- Q1-iii
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337. Ex - 4.3- Q1-iv
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338. Ex - 4.3- (Q2-i )
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339. Ex - 4.3- Q2-ii
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340. Ex - 4.3- Q2-iii
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341. Ex - 4.3- Q2-iv
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342. Ex - 4.3-Q-3-ii
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343. Ex - 4.3 -Q-4
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344. Ex - 4.3-Q- 5
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345. Ex - 4.3-Q- 6
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346. Ex - 4.3-Q- 7
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347. Ex - 4.3-Q- 8
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348. Ex - 4.3 -Q- 9
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349. Ex - 4.3-Q- 10
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350. Ex - 4.3-Q- 11
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351. Ex 4.4- (Q1-i)
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352. Ex 4.4-(Q1-ii )
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353. Ex 4.4-(Q2-i)
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354. Ex 4.4- (Q2-ii)
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355. Ex 4.4- (Q- 3 )
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356. INTRO (ARITHMETIC PROGRESSIONS)
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357. Find The 10th Term of The AP 2, 7, 12
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358. More Examples
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359. Ex- 5.1- (Q1-i )
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360. Ex- 5.1- (Q1-ii)
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361. Ex- 5.1- (Q1-iii )
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362. Ex- 5.1- (Q1-iv )
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363. Ex- 5.1- (Q2-a)
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364. Ex- 5.1- (Q2-ii)
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365. Ex- 5.1- Q 2-iii
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366. Ex- 5.1- (Q2-iv )
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367. Ex- 5.1- (Q2-v)
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368. Ex- 5.1- (Q3-a)
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369. Ex- 5.1- Q3-ii
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370. Ex- 5.1- (Q3-iv)
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371. Ex- 5.1- Q4-i
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372. Ex- 5.1- (Q4-ii )
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373. Ex- 5.1- Q4-iii
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374. Ex- 5.1- Q-4-iv
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375. Ex- 5.1- Q4-v
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376. Ex- 5.1- Q4-vi
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377. Ex- 5.1- (Q4-vii )
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378. Ex- 5.1- (Q4-viii)
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379. Ex- 5.1- (Q4-ix)
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380. Ex- 5.1-Q4-x
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381. nth term of an AP
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382. Ex- 5.1- (Q4-xi )
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383. Ex- 5.1- (Q4-xii)
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384. Ex- 5.1-Q4-xiii
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385. Ex- 5.1- Q4-xiv
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386. Ex- 5.1- Q4-xv
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387. Ex- 5.2- (Q1-i )
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388. Ex- 5.2- (Q-1-ii)
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389. Ex- 5.2- Q-1-iii
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390. Ex- 5.2- (Q1-iv)
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391. Ex- 5.2- (Q1-v )
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392. Ex- 5.2-(Q2-i )
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393. Ex- 5.2- (Q2-ii)
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394. Ex- 5.2- (Q3-i )
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395. Ex- 5.2- (Q3-ii )
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396. Ex- 5.2 -(Q3-iii )
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397. Ex- 5.2-Q-3-iv
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398. Ex- 5.2-(Q-4 )
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399. Ex- 5.2- (Q5-i)
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400. Ex- 5.2- (Q5-ii )
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401. Ex- 5.2 Q-6
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402. Ex- 5.2- Q-9
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404. Ex- 5.2- (Q-11 )
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409. Ex- 5.2- (Q-16 )
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410. Ex- 5.2- Q-17
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411. Ex- 5.2- (Q-18)
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412. Ex- 5.2- Q-19
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413. Ex- 5.3- (Q1-i)
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414. Ex- 5.3- Q1-ii
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417. Ex- 5.3- (Q2-i )
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418. Ex- 5.3- Q-2-ii
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420. Ex- 5.3- (Q3-i)
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423. Ex- 5.3- (Q3-v )
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429. Ex- 5.3- (Q- 4 )
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430. Ex- 5.3- Q- 5
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432. Ex- 5.3- Q- 7
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434. Ex- 5.3- (Q- 9 )
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435. Ex- 5.3- (Q-10-i)
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437. Ex- 5.3- Q- 11
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438. Ex - 5.4- (Q-1 )
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439. If a line divides any two sides of a triangle in the same ratio
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440. If A Perpendicular Is Drawn From The Vertex Of The Right Angle Of A Right Triangle
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441. If In Two Triangles, Corresponding Angles Are Equal
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442. In a right triangle, the square of the hypotenuse is equal
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443. Similar And Congruent
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444. Similar Conditions Of Polygons
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445. In A Triangle, If Square Of One Side Is Equal To The Sum Of The Squares Of The Other Two Sides
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446. The Ratio Of The Areas Of Two Similar Triangles Is Equal
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447. Ex - 6.1 (Q-1)
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448. Ex - 6.1 (Q2-i)
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449. Ex - 6.1 (Q2-ii)
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450. Ex - 6.1 (Q-3)
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456. Ex - 6.2 (Q3)
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457. Ex - 6.2 (Q4)
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458. Ex - 6.2 (Q5)
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462. Ex - 6.2 (Q9)
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478. Ex - 6.3 (Q8)
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481. Ex - 6.3 (Q10-i)
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484. Ex - 6.3 (Q11)
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485. Ex - 6.3 (Q12)
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486. Intro(COORDINATE GEOMETRY)
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487. Distance Formula PART 1
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488. Distance Formula Part 2
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489. Distance Formula Part 3(In Different Quadrant)
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490. Distance Formula Part 3(In One Quadrant)
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491. Drill Of Pagal In Different Coordinates
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492. Section Formula
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493. Q.1
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507. Q.15
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508. Q.16
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