∆ABC~∆PQR. If AM and PN are altitudes of ∆ABC and ∆PQR respect

1.	∆ABC~∆PQR. If AM and PN are altitudes of ∆ABC and ∆PQR respectively and AB2 : PQ2 = 4 : 9, then AM:PN = (a) 16:81(b) 4:9(c) 3:2(d) 2:3
Answer» Correct answer is: (d) 2:3 Ratio of altitudes = Ratio of sides for similar triangles So AM:PN = AB:PQ = 2:3

∆ABC~∆PQR. If AM and PN are altitudes of ∆ABC and ∆PQR respectively and AB2 : PQ2 = 4 : 9, then AM:PN = (a) 16:81(b) 4:9(c) 3:2(d) 2:3

Answer»

Correct answer is: (d) 2:3

Ratio of altitudes = Ratio of sides for similar triangles

So AM:PN = AB:PQ = 2:3

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∆ABC~∆PQR. If AM and PN are altitudes of ∆ABC and ∆PQR respectively and AB2 : PQ2 = 4 : 9, then AM:PN = (a) 16:81(b) 4:9(c) 3:2(d) 2:3

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