A ladder is 17m long .it reaches window at a heighth above the ground. if the foot of ladder is at a distance 8m the wall. find the height of the window
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Answered by
8
The ladder, the wall and ground will form a right angled triangle.
Hypotenuse = Length of ladder = 17 m
Base = Distance of foot of wall and ladder = 8 m
Height of wall to the window = sqrt ( 17^2 - 8^2)
= sqrt ( 289 - 64)
= sqrt ( 225)
= 15 m
Hypotenuse = Length of ladder = 17 m
Base = Distance of foot of wall and ladder = 8 m
Height of wall to the window = sqrt ( 17^2 - 8^2)
= sqrt ( 289 - 64)
= sqrt ( 225)
= 15 m
Answered by
3
By Pythagoras theorem,
[tex](17)^{2} = (8)^{2} + (height)^{2} 289 = 64 + height^{2} 289 - 64 = height^{2} 225 =height^{2} \sqrt{225} = height15 = height [/tex]
i hope this will help you
-by ABHAY
[tex](17)^{2} = (8)^{2} + (height)^{2} 289 = 64 + height^{2} 289 - 64 = height^{2} 225 =height^{2} \sqrt{225} = height15 = height [/tex]
i hope this will help you
-by ABHAY
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