Find the Area of the Triangle With Given Altitude

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Find the Area of the Triangle With Given Altitude

Find area of the triangle with altitude 10, 12 and 15.
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Instead of the artificial variable K, you could use the area of the triangle, say S. Then a=2S/10=12S/60, b=2S/12=10S/60 and c=2s/15=8S/60. Using Heron's formula we get then directly the value of S.

NickDos-rf
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solve the system
10^2(x+y)=12^2(y+z)=15^2(x+z)
the area is then half of these terms above

yt-
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Sir why constant and also why 60 times of it can please explain

Beet