Chapter 11: Geometry of Circles – Sectors & Segments – DATA TABLE

Chapter 11: Geometry of Circles - Sectors & Segments - DATA TABLE

Problem Type	Radius (r)	Sector Angle (θ)	Arc Length	Area of Sector	Area of Triangle	Area of Segment
Formula	$r$	$\theta$	$\frac{\theta}{360} \times 2\pi r$	$\frac{\theta}{360} \times \pi r^2$	Not in source	Area of Sector - Area of Triangle
Example 1	4 cm	30°	Not in source	4.19 cm²	Not in source	Not in source
Example 1 (Major Sector)	4 cm	330°	Not in source	46.10 cm²	Not in source	Not in source
Example 2	21 cm	120°	Not in source	462.00 cm²	190.95 cm²	271.05 cm²
Exercise 11.1 Q1	6 cm	60°	Not in source	18.86 cm²	Not in source	Not in source
Exercise 11.1 Q4	10 cm	90°	Not in source	78.50 cm²	50.00 cm²	28.50 cm²
Exercise 11.1 Q5	21 cm	60°	22.00 cm	231.00 cm²	190.95 cm²	40.05 cm²
Exercise 11.1 Q6	15 cm	60°	Not in source	117.75 cm²	97.31 cm²	20.44 cm²
Exercise 11.1 Q7	12 cm	120°	Not in source	150.72 cm²	62.28 cm²	88.44 cm²
Exercise 11.1 Q12	16.5 km	80°	Not in source	189.97 km²	Not in source	Not in source

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10th Science

Chapter 1: Chemical Reactions and Processes

Chapter 2: Acids, Bases and Salts

Chapter 3: Metals and Nonmetals – A Universal Journey

Chapter 11: Geometry of Circles – Sectors & Segments

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Chapter 11: Geometry of Circles – Sectors & Segments – DATA TABLE

Chapter 11: Geometry of Circles - Sectors & Segments - DATA TABLE

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