(a) Assume that ABC and EFG are similar, with ratio k Let AD be the altitude from A in ABC and EH be the altitude from E in EFG Show that AD EH k (b) What can you conclude about the areas of the Triangles

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(a) Assume that ABC and EFG are similar, with ratio k. Let AD be the altitude from A in ABC and EH be the altitude

(a) Assume that ΔABC and ΔEFG are similar, with ratio k. Let AD be the altitude from A in ΔABC and EH be the altitude from E in ΔEFG. Show that AD EH = k.

(b) What can you conclude about the areas of the Triangles?

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