the side of right angle triangle is 17 cm less than the other side if the length of hypotenuse is 25 CM
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Let one side be x.
Therefore other will be x - 17
Use Pythagoras theorem
(25)^2 = x^2 + ( x - 17) ^2
625 = x^2 + x^2+ 289 - 34 x
By solving this you get the answer 24
So hypotenuse = 25 cm
Other 2 sides are 24 cm and 7 cm
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Therefore other will be x - 17
Use Pythagoras theorem
(25)^2 = x^2 + ( x - 17) ^2
625 = x^2 + x^2+ 289 - 34 x
By solving this you get the answer 24
So hypotenuse = 25 cm
Other 2 sides are 24 cm and 7 cm
Mark me brainliest
And for further answering follow me
Have a great day
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Answered by
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Answer:
Step-by-step explanation:
let one side be x
other side =x-17
h=25cm
H^2=P^2+B^2
25^2=x^2+(x-17)^2
625=x^2+x^2-34x+289
625-289=2x^2-34x
2x^2-34x-336
x^2-17x-168
x^2-24x+7x-168=0
x(x-24)+7(x-24)=0
(x+7)=0 (x-24)=0
x=-7 x=24
hence
rejected
One side=24
Other side=24-17
=7
ye 24 kha se aa gya
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