Math, asked by Anonymous, 1 year ago

$if \: angle \: of \: elevation \: of \: \: cloud \: from \: a \: point \: h \: m \: above \: the \: lake \: is \: \alpha \: and \: angle \: of \: depression \: of \: reflection \: of \: cloud \: in \: the \: lake \: is \: \beta \\ \\ prove \: that \: the \: height \: of \: the \: cloud \: from \: the \: lake \: is \: \frac{h(tan \beta + tan \alpha )}{tan \beta - tan \alpha )}$

No Useless Ans. Plz.

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Answered by Akshay0605

here's your answer
hope it helps you

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Anonymous: horrible handwriting..

Anonymous: I'm not able to understand a single word

Akshay0605: It is as good as your font

Anonymous: no

Anonymous: it's very horrible I'm not able to understand a single word of the answer

Akshay0605: yes

Akshay0605: see now

Anonymous: it's still horrible

Answered by ria113

Hey !!

Your answer is in the attachment. ⬆⬆

Hope it helps you..

⭐ Thanks ⭐

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Anonymous: nîçè answer

ria113: thnx ^-^

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