Let ∆ABC = ∆PQR and their areas be, respectively 144 cm and 25 cm sq.if height of the ∆ ABC is 6cm then find the height of the ∆PQR.
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We know ratio of areas of two similar Uriah is equal to the reason of squares of their respective size and altitudes
This implies that
25 /144=(6/x)^2
THERFORE
X=6×12/5
X=14.5
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