Two towers of height 28 m and 36 m are built at a distance of 15 m. Find the distance between the tops of the towers.
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Answer:
Step-by-step explanation:
Height of one tower⇒36 m
Height of second tower⇒28 m
So the one tower is ⇒(36-28)
⇒8 m more high
Distance between the two towers⇒15 m
The Distance between the tops of two tower will be;
⇒Hypotenuse=√(Base)²+√(Perpendicular)²
Where
Base⇒15 m
Perpendicular⇒8 m
So,H=√(B)²+√(P)²
⇒H =√(15)² + (8)²
⇒H =√225 + 64
⇒H=√289
⇒H= 17 m
So, the distance between the top of the tower is 17 m
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