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AREA: P: times the radius squared →→> A=² 2 Circle radius B (in.). π = A A=4πin ² 2 in. Az 12.4in.²- center> AREA OF A CIRCLE lên m Hin 6cm 2 EXAMPLE ONE: Find the area of a * = A A=Jr² circle with a diameter of 12cm. If d=12, then r=0. The area is *r? 2 A=JbA=367cm, 19 EXAMPLE TWO: If the area of a circle is 20%, what is the radius? and solve for the radius. 201 "Plug in the area 2 20 20x=tr -- A=π 5² => A=25π cm. 2 2 10 r=√20 20=r²² radical: Simplify Use the diagram below for both example 3 and example 4. EXAMPLE THREE: A circle is inscribed in a square. Each side of the square is 10cm ·long. What is the area of the circle? If d=10cm, then r = 5 cm. ax -10cm- EXAMPLE FIVE: Find the diameter of a circle with the area of 36. 2 2 A=πr² A = 36π = πr²² 367 B = 6 6•2=12 2 36= r²r=6 & d = 12 de OUT EXAMPLE FOUR: Find the area of the shaded region. A=10²-25x=100-25T² A≈ 21.46cm² A 8 QUIZZIZ CODES Classwork: 24825874 Homework i 18731026 SE the of SEC the EX Ex EX
iOS User
Stefan S, iOS User
SuSSan, iOS User
This page talks about how to find the area of a circle.
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This page talks about the sectors and segments of a circle, as well as how to find their area.
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The formula to find circumference and area of circles. Also describes what area, circumference, radius and what diameter is.
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This is a Geometry Reference Sheet for the Circles unit of Geometry. I included some diagrams with color in the "Properties of Circles" section to help make things easier to understand. All images are made by me in GeoGebra and matplotlib (Python).
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This is a finished and completed worksheet that applies very helpful information for the subject.
AREA: P: times the radius squared →→> A=² 2 Circle radius B (in.). π = A A=4πin ² 2 in. Az 12.4in.²- center> AREA OF A CIRCLE lên m Hin 6cm 2 EXAMPLE ONE: Find the area of a * = A A=Jr² circle with a diameter of 12cm. If d=12, then r=0. The area is *r? 2 A=JbA=367cm, 19 EXAMPLE TWO: If the area of a circle is 20%, what is the radius? and solve for the radius. 201 "Plug in the area 2 20 20x=tr -- A=π 5² => A=25π cm. 2 2 10 r=√20 20=r²² radical: Simplify Use the diagram below for both example 3 and example 4. EXAMPLE THREE: A circle is inscribed in a square. Each side of the square is 10cm ·long. What is the area of the circle? If d=10cm, then r = 5 cm. ax -10cm- EXAMPLE FIVE: Find the diameter of a circle with the area of 36. 2 2 A=πr² A = 36π = πr²² 367 B = 6 6•2=12 2 36= r²r=6 & d = 12 de OUT EXAMPLE FOUR: Find the area of the shaded region. A=10²-25x=100-25T² A≈ 21.46cm² A 8 QUIZZIZ CODES Classwork: 24825874 Homework i 18731026 SE the of SEC the EX Ex EX
AREA: P: times the radius squared →→> A=² 2 Circle radius B (in.). π = A A=4πin ² 2 in. Az 12.4in.²- center> AREA OF A CIRCLE lên m Hin 6cm 2 EXAMPLE ONE: Find the area of a * = A A=Jr² circle with a diameter of 12cm. If d=12, then r=0. The area is *r? 2 A=JbA=367cm, 19 EXAMPLE TWO: If the area of a circle is 20%, what is the radius? and solve for the radius. 201 "Plug in the area 2 20 20x=tr -- A=π 5² => A=25π cm. 2 2 10 r=√20 20=r²² radical: Simplify Use the diagram below for both example 3 and example 4. EXAMPLE THREE: A circle is inscribed in a square. Each side of the square is 10cm ·long. What is the area of the circle? If d=10cm, then r = 5 cm. ax -10cm- EXAMPLE FIVE: Find the diameter of a circle with the area of 36. 2 2 A=πr² A = 36π = πr²² 367 B = 6 6•2=12 2 36= r²r=6 & d = 12 de OUT EXAMPLE FOUR: Find the area of the shaded region. A=10²-25x=100-25T² A≈ 21.46cm² A 8 QUIZZIZ CODES Classwork: 24825874 Homework i 18731026 SE the of SEC the EX Ex EX
iOS User
Stefan S, iOS User
SuSSan, iOS User