Two trees 38m and 23 m high stand upright on the ground. If they
8 mapart from each other, find the distance between
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Answer:
Let AB=7m and CD=4m
AC=DE=4m
Now, in triangle BED is right-angled triangle.
⟹(BD)
2
=(BE)
2
+(DE)
2
⟹(BD)
2
=3
2
+4
2
⟹(BD)
2
=25
⟹(BD)
2
=5
Threfore, the distance the tops of trees in 5 meter.
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