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A person is standing at a distance of 80 metres from a Church and looking at its top. The

angle of elevation is of 45o. Find the height of the Church.

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Let AB represent the height of the church and point C represent the position of the person.



BC = 80m 

Angle of elevation = ∠ACB = 45° 

In right-angled ∆ABC,

tan 45° = AB/BC … [By definition] 

∴ 1 = AB/80

∴ AB = 80m 

∴ The height of the church is 80 m.

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