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Angles and Triangles PowerPoint Presentation
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Angles and Triangles

Angles and Triangles

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Angles and Triangles

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  1. Angles and Triangles Presented By, Krishna kumari and Z,verghese KendriyaVidyalaya, I N S Hamla.

  2. WE CAN DRAW A LINE SEGMENT ON APAPER AND IT HASDEFINITE LENGTHA RAY AND LINE HAVE NO DEFINITE LENGTH B A

  3. TWO RAYS AND LINE SEGMENTS WITH THE COMMON END POINT FORM AN ANGLE A WHERE TWO END POINTS MEET IS CALLED VERTEX AND LINE SEGMENTS ARE CALLED ARMS A

  4. ACUTE ANGLE A B C

  5. RIGHT ANGLE A B C

  6. OBTUSE ANGLE A C B

  7. Triangles-Introduction • Definition: A plane figure bound by three lines in a plane is called a triangle.a triangle has 6 parts.(3sides & 3angles). • Here,AB,AC&BC are the sides,A,B & C are points. A C B

  8. Triangle Definition:A triangle, HAS THREE LINE SEGM ENTS ,THR EE VERTIC E S AN D THR EE ANGLES A C B

  9. Types Of Triangles On the basis of sides: 1. Scalene triangles 2. Isosceles triangles 3. Equilateral triangles. On the basis of angles: 4.Acute triangles 5.Right triangles 6.Obtuse triangles. An equilateral triangle is an isosceles triangle but the converse is not true.

  10. Scalene Triangles • Definition:A triangle,no two of whose sides are equal, is called a scalene triangle.E.g.. C A B

  11. Isosceles Triangle Definition:A triangle, two of whose sides are equal, is called an isosceles triangle.e.g. A C B

  12. Equilateral Triangle • Definition: a triangle whose all sides are equal, is called an equilateral triangle.e.g. A B C

  13. Acute triangle • Definition:A triangle each of whose angles is acute is called an acute angled triangle or simply acute triangle.e.g. A B C

  14. Right Triangle • Definition:A triangle with one angle a right angle is called a right angled triangle or simply right triangle.e.g. A C B

  15. Obtuse triangle • Definition:A triangle with one angle an obtuse angle is known as obtuse angled triangle or simply obtuse triangle.e.g. A C B

  16. Triangle properties-1 A • Property 1:the sum of the three angles in a triangle is 180 degrees. • Property 2:if a side of a triangle is produced then the exterior angle so formed is equal to the sum of the two interior opposite angles. Here, angle A+angle B+angle C=180 degrees. C B A Here,angle ACD = angle A+angle B B C D