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CONGRUENT TRIANGLES SUBMITTED BY HIMASREE P G MATHEMATICS REGNO:13973007 KUCTE, KOLLAM

CONGRUENT TRIANGLES

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Page 1: CONGRUENT TRIANGLES

CONGRUENT TRIANGLES

SUBMITTED BYHIMASREE P GMATHEMATICSREGNO:13973007KUCTE, KOLLAM

Page 2: CONGRUENT TRIANGLES

FIRSTLY TO KNOW ABOUT CONGRUENCY

Page 3: CONGRUENT TRIANGLES

HERE ARE SOME PICTURES

Page 4: CONGRUENT TRIANGLES

WE CAN CLASIFY THE ABOVE PICTURES IN SOME MANNER

Page 5: CONGRUENT TRIANGLES

THUS CONGRUENCY MEANS FIGURES HAVING SAME SIZE AND SHAPE

THESE CLASSIFICATION IS DONE ACCORDING TO THEIR SHAPE AND SIZE

Page 6: CONGRUENT TRIANGLES

HOW TO SAY THE TWO TRIANGLES ARE CONGRUENT

Page 7: CONGRUENT TRIANGLES

THREE SIDES OF ONE TRIANGLE ARE EQUAL TO THREE SIDES OF ANOTHER TRIANGLE THEN THE TWO TRIANGLES ARE CONGRUENT

BY CONSIDERING THEIR SIDES

Page 8: CONGRUENT TRIANGLES

BY CONSIDERING ONE SIDE AND TWO ANGLE ONE SIDE AND TWO ANGLES OF ONE

TRIANGLE ARE EQUAL TO ONE SIDE AND TWO ANGLES OF ANOTHER TRIANGLE THEN THE TWO TRAINGLES ARE CONGRUENT

Page 9: CONGRUENT TRIANGLES

TWO SIDES AND INCLUDED ANGLE OF ONE TRIANGLE ARE EQUAL TO TWO SIDES AND INCLDED ANGLE OF ANOTHER TRIANGLE THEN THE TWO TRIANGLES ARE CONGRUENT

CONSIDERING TWO SIDE AND ONE ANGLE

Page 10: CONGRUENT TRIANGLES

IN THE CASE OF A RIGHT ANGLED TRAINGLE HYPOTENUSE AND ONE SIDE OF A RIGHT

ANGLED TRIANGLE ARE EQUAL TO HYPOTENUSE AND ONE SIDE OF ANOTHER RIGHT ANGLED TRIANGLE THEN THE TWO TRIANGLES ARE CONGRUENT

Page 11: CONGRUENT TRIANGLES

THANK YOU