find the length of the unknown side of the following right angled triangle
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Answered by
13
in right angled triangle X YZ we know that angle Y IS 90 degrees
according to Pythagoras theorem
=x y whole square + Y Z whole square equals to x z whole square
=15 square + Y Z Square equals to 25 square
=Y Z Square equals to 6 25 - 225
=Y Z Square equals to 400
=
y z equals to 20 cm
:)
according to Pythagoras theorem
=x y whole square + Y Z whole square equals to x z whole square
=15 square + Y Z Square equals to 25 square
=Y Z Square equals to 6 25 - 225
=Y Z Square equals to 400
=
y z equals to 20 cm
:)
Answered by
16
In Triangle XYZ , Angle Y = 90°
Therefore By Pythagoras Theorem
XZ² = YZ² + XY²
(25)² = (x)² + (15)²
625 = x² + 225
x² = 625 - 225 = 400
x = 20
The length of unknown side is 20 cm
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Therefore By Pythagoras Theorem
XZ² = YZ² + XY²
(25)² = (x)² + (15)²
625 = x² + 225
x² = 625 - 225 = 400
x = 20
The length of unknown side is 20 cm
Hope you like it please mark as brainliest.
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