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Table of Content:-
Activity
1. Sum of First N Natural Numbers
2. Sum of First N Odd Natural Numbers
3. Pair of Linear Equations In Two Variables
First Monthly Examination (MCQ Based)
O.M.R. Answer Sheet
Activity
4. Arithmetic Progression
5. Arithmetic Progression and Sum of This Terms
Second Monthly Examination (Descriptive-Based)
First Project Work (August)
Eminent Indian Mathematicians
(I) Aryabhatta
(II) Bhaskaracharya
Activity
6. Basic Proportionality Theorem
7. Similarity of Triangles
8. Making a Clinometer
9. Lengths of Tangents Drawn From an External Point To A Circle
10. Tangent To a Circle At A Point On It
11. Area Of A Circle
12. Right Circular Cylinder
13. Surface Area Of Right Circular Cylinder
14. Volume of A Right Circular Cylinder
15. Right Circular Cone
16. Surface Area of A Right Circular Cone
Third Monthly Examination (MCA Based)
O.M.R.
Answer Sheet
Activity
17. Volume of A Right Circular Cone
18. Surface Area of A Sphere
19. Volume of A Sphere
20. Relationship Between The Volumes of A Right Circular Cone, Hemisphere and A Right Circular Cylinder Of Same Base And Heights)
Fourth Monthly Examination (Descriptive-Based)
Second Project Work (December)
1. Verification of Pythagoras’ Theorem By Making A Triangle And A Square On Cardboard Or Chart Paper.
2. Usefulness of Statistics In Population Study.
3. Architecture And Construction With The Help of Various Geometrical Figures.
4. To Give Knowledge of Trigonometric Ratios Through a Chart. To Explain, Through Diagrams, The Trigonometric Ratios Of Angles Such As Complementary And Supplementary Angles In Relation To Angles.
5. Personality and Contribution To Mathematics of Any One Indian Mathematician Of The Later Medieval Period, Such As Ramanujan, Narayana Pandit, Etc.
6. Take Two Pieces Of Paper Measuring 24 × 42 Cm And Fold Them Separately In The Direction Of Length And Breadth To Make Two Different Cylinders. Which Of The Two Will Have Greater Curved Surface Area And Volume?
7. Study The Various Direct And Indirect Taxes Imposed By The Government.
8. To Experimentally Prove That The Angle Made At The Centre Of A Circle Is Double The Angle Made At The Remaining Circumference.
9. To Make And Use An Angle Measuring Instrument, Sextant.
10. Usefulness Of The Principles Of Mathematics In Art.
11. Present A Detailed Account Of The Various Stages Involved In Taking A Loan From A Bank For Buying A Car/House.
Format of Internal Assessment
More Information:-
| ISBN | |
| Size (Cm) | 25 x 24 x 1 |
| Weight (Gram) | 150 |
| Pages | 148 |
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