The areas of two similar triangles are 9 sq.cm and 6 sq.cm. The ratio of their corresponding heights is
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Answer:
the ratio of the corresponding heights is √3:√2 or √6:2
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Answer:
√2/√3
Step-by-step explanation:
L1/b1=l2/b2 as the triangles are similar
L1b1/l2b2=6/9 as there areas are in these ratios
Substute equation 1 in2
(L1/l2)^2=6/9
SO B1/B2=√2/√3
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