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If ∆ABC~∆EDF and ∆ABC is not similar to ∆DEF, then which of the following is not true? (a) BC.EF = AC.FD (b) AB.EF = AC.DE (c) BC.DE = AB.EF (d) BC.DE = AB.FD |
Answer» (c) BC. DE = AB. EF ∆ABC ~ ∆EDF Therefore, AB/DE = AC/EF = BC/DF ⇒ BC. DE ≠ AB. EF |
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