Determine whether $50 c m, 80 c m, 100 c m$ can be the sides of a right triangle or not.

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Solution

We need to put Pythagoras theorem in it
The Biggest side must be Hypotenuse $= 100 c m$
Using Pythagoras theorem $H^{2} = B^{2} + P^{2}$
$100^{2} = 50^{2} + 80^{2}$
$10000 = 2500 + 6400$
$10000 = 8900$
Hence, $10000$ is not equal to $8900$
This is not a side of right angle triangle.

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Determine whether 50cm,80cm,100cm can be the sides of a right triangle or not.

We need to put Pythagoras theorem in it The Biggest side must be Hypotenuse =100cmUsing Pythagoras theorem H2=B2+P21002=502+80210000=2500+640010000=8900Hence, 10000 is not equal to 8900This is not a side of right angle triangle.

Determine whether $50 c m, 80 c m, 100 c m$ can be the sides of a right triangle or not.

We need to put Pythagoras theorem in it
The Biggest side must be Hypotenuse $= 100 c m$
Using Pythagoras theorem $H^{2} = B^{2} + P^{2}$
$100^{2} = 50^{2} + 80^{2}$
$10000 = 2500 + 6400$
$10000 = 8900$
Hence, $10000$ is not equal to $8900$
This is not a side of right angle triangle.