properties-of-circles.blogspot.com properties-of-circles.blogspot.com

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Properties of Circles.

A circle is a simple, beautiful and symmetrical shape. When a circle is rotated through any angle about its centre, its orientation remains the same. When any straight line is drawn through its centre, it divides the circle into two identical semicircles. The line is known as the diameter. The common distance of the points of a circle from its centre is called radius. The perimeter or length of the circle is also known as the circumference. This is the largest distance between any two points on the circle.

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Properties of Circles. | properties-of-circles.blogspot.com Reviews
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A circle is a simple, beautiful and symmetrical shape. When a circle is rotated through any angle about its centre, its orientation remains the same. When any straight line is drawn through its centre, it divides the circle into two identical semicircles. The line is known as the diameter. The common distance of the points of a circle from its centre is called radius. The perimeter or length of the circle is also known as the circumference. This is the largest distance between any two points on the circle.
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1 properties of circles
2 introduction
3 diameter
4 chords
5 tangent
6 secant
7 sector
8 segment
9 proof
10 ðapb = ðaqb
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properties of circles,introduction,diameter,chords,tangent,secant,sector,segment,proof,ðapb = ðaqb,aôe = 2a,bôe = 2c,a = b,b = x,property 1,oc is common,oĉa = oĉb,property 2,alternate segment theorem,ðx = ðz,ðptb = ðpst,ðptb = ðpqt,group member s,class
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Properties of Circles. | properties-of-circles.blogspot.com Reviews

https://properties-of-circles.blogspot.com

A circle is a simple, beautiful and symmetrical shape. When a circle is rotated through any angle about its centre, its orientation remains the same. When any straight line is drawn through its centre, it divides the circle into two identical semicircles. The line is known as the diameter. The common distance of the points of a circle from its centre is called radius. The perimeter or length of the circle is also known as the circumference. This is the largest distance between any two points on the circle.

LINKS TO THIS WEBSITE

mathteachingonpropertiesofcircles.blogspot.com mathteachingonpropertiesofcircles.blogspot.com

Math Teaching on Properties of Circles

http://mathteachingonpropertiesofcircles.blogspot.com/2009/07/real-life-applications.html

Welcome to the Math Teaching Blog*. Please Click the Words to Navigate*. Tuesday, July 21, 2009. Let us take a look at some of the Real- Life Applications where Circles are being used:. Real- Life Application One. This Picture shows a Ferris- Wheel. A ferris wheel is basically shaped like a wheel. Since most of these amusement rides are fairly large, the outer. Is not made from one piece of steel but rather several little arcs. The number of arcs is determines by the number of cars on the wheel. The angl...

mathteachingonpropertiesofcircles.blogspot.com mathteachingonpropertiesofcircles.blogspot.com

Math Teaching on Properties of Circles

http://mathteachingonpropertiesofcircles.blogspot.com/2009/07/blog-post.html

Welcome to the Math Teaching Blog*. Please Click the Words to Navigate*. Tuesday, July 21, 2009. Radius, Diameter and Circumference. The 1st Picture shows the radius of a circle. The 2nd Picture shows the Diameter of a circle. The 3rd Picture shows the Circumference of a circle. Posted by Properties of Circles. In this Blog. You will learn about the 4 Properties of Circles. Chords of a Circle. The Perpendicular bisector of a Chord of a Circle passes through the Centre of the Circle. Angles in a Circle.

mathteachingonpropertiesofcircles.blogspot.com mathteachingonpropertiesofcircles.blogspot.com

Math Teaching on Properties of Circles

http://mathteachingonpropertiesofcircles.blogspot.com/2009/07/teaching-concept-eleven.html

Welcome to the Math Teaching Blog*. Please Click the Words to Navigate*. Tuesday, July 21, 2009. Let us look at the last Property of the Circle:. The alternate segment theorem states that an angle between a tangent and a chord through the point of contact is equal to the angle in the alternate segment. How to proof if the angle between a tangent and a chord through the point of contact is always equal to the angle in the alternate segment. Angle SPT= 90 (right angle in a semicircle). Angle x= angle z.

mathteachingonpropertiesofcircles.blogspot.com mathteachingonpropertiesofcircles.blogspot.com

Math Teaching on Properties of Circles

http://mathteachingonpropertiesofcircles.blogspot.com/2009/07/teaching-concept-four.html

Welcome to the Math Teaching Blog*. Please Click the Words to Navigate*. Monday, July 20, 2009. Let us take a look at the 1st Angle Properties of Circles:. The angle subtended by an arc at the centre of a circle is twice the angle subtended by the same arc at the circumference. How to proof if the angle at the centre are always twice then the angle at the circumference when they are subtended by the same arc? In the figure below, the angles are subtended by the minor arc AB. Therefore, AOE= 2x angle a.

mathteachingonpropertiesofcircles.blogspot.com mathteachingonpropertiesofcircles.blogspot.com

Math Teaching on Properties of Circles

http://mathteachingonpropertiesofcircles.blogspot.com/2009_07_01_archive.html

Welcome to the Math Teaching Blog*. Please Click the Words to Navigate*. Thursday, July 23, 2009. More Tryouts on Properties of Circles. You may go to the Websites below to try out more Questions:. Http:/ www.justeducation.com/samples/Sample%20of%20EMaths%20Paper.pdf. Http:/ www.mathfair.com/puzzles.html. You can also go to the Websites below to look at the Videos:. Http:/ www.youtube.com/watch? Http:/ www.youtube.com/view play list? P=072C32B90D3B1388&search query=Properties of Circles. One lies at the ...

mathteachingonpropertiesofcircles.blogspot.com mathteachingonpropertiesofcircles.blogspot.com

Math Teaching on Properties of Circles

http://mathteachingonpropertiesofcircles.blogspot.com/2009/07/pictures-of-circles.html

Welcome to the Math Teaching Blog*. Please Click the Words to Navigate*. Thursday, July 23, 2009. These are some Pictures of Circles:. They can be use as Artefacts. They can be use as Floor Designs. They can be use in Nature. They can be use as Mathematical Instruments. Posted by Properties of Circles. In this Blog. You will learn about the 4 Properties of Circles. Chords of a Circle. The Perpendicular bisector of a Chord of a Circle passes through the Centre of the Circle. Angles in a Circle.

mathteachingonpropertiesofcircles.blogspot.com mathteachingonpropertiesofcircles.blogspot.com

Math Teaching on Properties of Circles

http://mathteachingonpropertiesofcircles.blogspot.com/2009/07/teaching-concept-six.html

Welcome to the Math Teaching Blog*. Please Click the Words to Navigate*. Tuesday, July 21, 2009. Let us take a look at the 3rd of Angles Properties of Circles:. The angles in the same segment of a circle are equal. How to proof if the angles in the same segment are always equal? Angle AOB= 2x 1= 2x 2 (angle at the centre= 2x angle at the circumference). Since x 1 = x 2. Therefore, angle APB= angle AQB. Posted by Properties of Circles. In this Blog. You will learn about the 4 Properties of Circles.

mathteachingonpropertiesofcircles.blogspot.com mathteachingonpropertiesofcircles.blogspot.com

Math Teaching on Properties of Circles

http://mathteachingonpropertiesofcircles.blogspot.com/2009/07/more-tryouts-on-properties-of-circles.html

Welcome to the Math Teaching Blog*. Please Click the Words to Navigate*. Thursday, July 23, 2009. More Tryouts on Properties of Circles. You may go to the Websites below to try out more Questions:. Http:/ www.justeducation.com/samples/Sample%20of%20EMaths%20Paper.pdf. Http:/ www.mathfair.com/puzzles.html. You can also go to the Websites below to look at the Videos:. Http:/ www.youtube.com/watch? Http:/ www.youtube.com/view play list? P=072C32B90D3B1388&search query=Properties of Circles.

mathteachingonpropertiesofcircles.blogspot.com mathteachingonpropertiesofcircles.blogspot.com

Math Teaching on Properties of Circles

http://mathteachingonpropertiesofcircles.blogspot.com/2009/07/teaching-concept-seven.html

Welcome to the Math Teaching Blog*. Please Click the Words to Navigate*. Tuesday, July 21, 2009. Let us look at the 1st Property of Angles in Opposite Segments:. The sum of the angles in the opposite segments of a circle is 180 . How to proof if the sums of the angles in the opposite segments of a circle is always 180? Let angle b= 50. To find 2x angle d,. 360 - 100 = 260. D= 260 / 2. B angle d= 130 50 =. Posted by Properties of Circles. In this Blog. You will learn about the 4 Properties of Circles.

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Properties of Circles.

A circle is a simple, beautiful and symmetrical shape. When a circle is rotated through any angle about its centre, its orientation remains the same. When any straight line is drawn through its centre, it divides the circle into two identical semicircles. The line is known as the diameter. The common distance of the points of a circle from its centre is called radius. The perimeter or length of the circle is also known as the circumference. This is the largest distance between any two points on the circle.

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