Find the area of the sector of a circle of radius 18 cm with central angle 35°
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Answered by
1
Solution :
radius of the sector ( r ) = 18cm
Central angle ( x ) = 35°
Area of the sector ( A ) = ( x/360 )× πr²
= ( 35/360 ) × ( 22/7 ) × 18²
= 99 cm²
Therefore ,
Area of the sector ( A ) = 99 cm²
•••••
radius of the sector ( r ) = 18cm
Central angle ( x ) = 35°
Area of the sector ( A ) = ( x/360 )× πr²
= ( 35/360 ) × ( 22/7 ) × 18²
= 99 cm²
Therefore ,
Area of the sector ( A ) = 99 cm²
•••••
Answered by
2
Answer:
99 cm²
Step-by-step explanation:
Find the area of the circle:
Area = πr²
Area = π(18)² = 324π cm²
Find the area of the sector:
Area of the sector = θ/360 x Area of circle
Area of the sector = 35/360 x 324π
Area of the sector = 99 cm²
Answer: The area of the sector is 99 cm²
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