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From figure:
Let the window be at B at a height of 60 m from the ground.
Let the height of the house = h metres.
EB = AB - AE = (h - 60) metres.
From ΔDEA,
⇒ tan 45° = EA/DE
⇒ 1 = 60/DE
⇒ DE = 60 metres.
From ΔDEB,
⇒ Tan 60° = EB/DE
⇒ √3 = h - 60/DE
⇒ DE = h - 60/√3.
On solving (1) & (2), we get
⇒ 60 = h - 60/√3
⇒ 60√3 = h - 60
⇒ 60√3 + 60 = h
⇒ h = 60(1 + √3) metres.
Hope it helps!
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