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Construction of Triangles and its Properties

Learn how to construct triangles using different methods like SAS Triangle Construction and construct triangles with given angles and sides.

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Construction of Triangles and its Properties

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  1. . WELCOME THE TO MATHS PROJECT

  2. . CONSTRUCTION OF TRIANGLES AND ITS PROPERTIES

  3. SUBMITED BY SUBMITED BYS ASWATHY.P ASWATHY.S INDHUBALA.B.A SARASWATHY.U S.T.D: 10.A GOVT.GRILS.HIGH.SCHOOL CHALAI

  4. If the length of the sides of a triangle are different ,it is called scalene triangle.

  5. Construction of a triangle when two of its sides and the included angle are given(SAS Triangle Construction)

  6. The lengths of two sides of a triangle PQR where PR =5 cm,PQ=3 cm and the included angle P=700

  7. To construct a triangle with two given sides and the includedangle. We first draw a rough sketchof PQR and indicate the lengths of its sides and the measure of the included angle. P 0 3CM 70 5CM R Q

  8. Step:1 Draw a line segment PR of length 5 cm P R . . 5CM

  9. STEP:3 From the ray PY, cut off line segment PQ of length 3cm. Y y Q Q . 0 0 70 70 R P P R 3CM 5CM

  10. Step:2 At P, draw an angle YPR of measure 700 using a protractor Y 0 70 P R

  11. Join QR.Thus , PQR is the required triangle. step:4

  12. The measures of to angles of a triangle, A=500, B=700and the included side AB=4cm.

  13. To construct a triangle with two given angles and the includedside. To construct a triangle with two given angles and the includedside. A 0 50 4CM o 70 B C

  14. STEP:1 Draw a line segment AB of length 4cm A B 4cm

  15. At A, draw XAB =500 using a protractor00 STEP:2 X 50 A B 4CM

  16. STEP: 3 .At B, draw YBA=700 using a protractor 4CM Y X . . Y . . X 0 0 0 0 50 50 70 70 A A B B 4CM 4CM

  17. . Let AX and BY intersect at C Thus, ABC is the required triangle.

  18. . GUIDED BY: Smt G.KUMARI SREEDEVI :

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