a boy is 7m away from tree which is 24m Hight find diagonal distance between the top of the tree and the boy
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Answered by
0
hii.....here is your answer
here, we can use Pythagoras theorem ,
we know Pythagoras theorem,is
(hypotenuse)2=(one side)2+(other side)2
=(24)^+(7)^2
=576+49
=625m
therefore ,hypotenuse that is diagonal is,√625=25m
hope it helps.....
here, we can use Pythagoras theorem ,
we know Pythagoras theorem,is
(hypotenuse)2=(one side)2+(other side)2
=(24)^+(7)^2
=576+49
=625m
therefore ,hypotenuse that is diagonal is,√625=25m
hope it helps.....
Answered by
0
use Pythagoras theorm
(24)^2+ (7)^2= (AB)^2
576+49=(AB)^2
AB = √625= 25 m
(24)^2+ (7)^2= (AB)^2
576+49=(AB)^2
AB = √625= 25 m
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