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CLASS - 9(Mathematics)
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CLASS - 9(Mathematics)
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Teacher
Dr. Atal Bihari Mallick
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Category
Design
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Mind Power
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Course Description
Course Details enter here...
1. A Diagonal of a parallelogram divides it into two congruent
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2. A Quadrilateral Is A Parallelogram If A Pair Of Opposite Sides Is Equal & Parallel
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3. ABCD Is A Parallelogram In Which P And Q Are Mid-points Of Opposite Sides
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4. If Each Pair Of Opposite Sides Of A Quadrilateral Is Equal, Then It is a parallelogram
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5. If In A Quadrilateral, Each Pair Of Opposite Angles Is Equal, Then it is a parallelogram
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6. In A Parallelogram, Opposite Angles Are Equal
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7. In A Parallelogram, Opposite Sides Are Equal
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8. Intro(Quadrilaterals)
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9. Show That The Bisectors Of Angles Of A Parallelogram Form A Rectangle
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10. The Diagonals Of A Parallelogram Bisect Each Other
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11. The line segment joining the mid-points of two sides of a triangle is parallel to the third side
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12. The Mid-point Theorem
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13. Surface Area of a Cuboid and a Cube
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14. Surface Area Of A Right Circular Cylinder
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15. Hollow Cylinder
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16. Right Circular Cylinder
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17. Surface Area Of A Right Circular Cone
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18. Surface Area of a Sphere Hemi Sphere
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19. Exercise-9.2 (Q.6)
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20. Exercise-9.3 (Q.12)
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21. EXAMPLE-1
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22. Exercise-9.3 (Q.5)
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23. Figures on the Same Base & Between the Same Parallels
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24. Exercise-9.3 (Q.11)
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25. EXAMPLE-2
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26. Exercise-9.2 (Q.3)
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27. Parallelograms on the same base & Between the Same Parallels
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28. Parallelograms on the Same Base & Between the Same Parallels Activity-2
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29. Parallelograms on the Same Base & Between the Same Parallels are Equal in Area
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30. Theorem 9.3
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31. Theorem 9.2
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32. Introduction(Probability)
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33. Probability – A Practical Approach
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34. Activity (2, 3, 4) Part-1
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35. Activity(2,3,4) Part-2
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36. Empirical Probability
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37. Example (1,2,3) Part-1
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38. Example (1,2,3) Part-2
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39. Quadratic Polynomial
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40. Constant Polynomials And Zero Polynomial
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41. Degree of The Polynomial
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42. Factorisation Of Polynomials
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43. Find Zero Of P(x) Ax + B
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44. Intro(POLYNOMIALS)
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45. Linear, Quadratic, Cubic & Zero Polynomial
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46. Remainder Theorem - 2
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47. Terms, Coefficient And Different Types of Polynomials
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48. Divide p(x) By g(x), where p(x) x + 3x2 – 1 and m(x) 1 + x
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49. Equations of Lines Parallel to the x-axis & y-axis
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50. Solution of a Linear Equation
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51. Standard Form Of Linear Equation In 2 Variable
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52. You Know That The Force Applied On A Body Is Directly Proportional
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53. Exercise - 4.3 (Q-1-i)
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54. Exercise 4.3(Q-2)
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55. A Coin In A Large Shallow Bowl
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56. Axiom 6.4
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57. Example-1(Lines and Angles)
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58. Example 2(Lines and Angels)
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59. Example 4 (Lines and Angles)
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60. Exterior Angle of a Triangle and Property
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61. Image Formation of a Point Object By Plane Mirror
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62. Theorem 6.2
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63. Theorem 6.5 & 6.4
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64. Theorem 6.7
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65. Intersecting Lines and Non-intersecting Lines 2
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66. AAS Congruence Rule
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67. ASA Congruence Rule
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68. Criteria For Congruence Of Triangles
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69. E and F are Respectively The Mid-points of Equal Sides AB and AC of triangle ABC show that BF = CE
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70. Intro(Triangle)
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71. The Sides Opposite to Equal Angles of a Triangle are Equal
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72. Theorem Angles Opposite to Equal Sides of an Isosceles Triangle are Equal
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Course Features
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Code: 2
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Name: CLASS - 9(Mathematics)
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Language: English
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on-demand video 24/7
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Study Level: Intermediate
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