Prove that hypotenuse is the greatest side of a night angled
triangle.
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Show that in a right angled triangle, the hypotenuse is the longest side. Answer: In a right angled triangle, the angle opposite To the hypotenuse is 90°, while other two angles are Always less than 90°.
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Explanation: Dear friend , first of all , draw a right angled-triangle .
Now measure , all the sides of a triangle .
The side that is opposite to the right angle of the right-angled triangle , it's a little bit longer than the other sides . So , that's the Hypotenuse . It's measure is also longer than the other sides .
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