if triangle abc- triangle def area of triangle abc is 64 square centimeters and ratio corresponding sides is 4:6 then find area of triangle def
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Area of ΔDEF = 144 cm²
Step-by-step explanation:
ratio corresponding sides is 4:6
=> ΔABC ≈ Δ DEF
Area of similar triangle is in ratio of square of ratio of their sides
=> Area of ΔABC / Area of ΔDEF = ( Side of Δ ABC/ Side of ΔDEF)²
=> 64 / Area of ΔDEF = ( 4/ 6)²
=> 64 / Area of ΔDEF = 16/36
=> Area of ΔDEF = 64 * 36 / 16
=> Area of ΔDEF = 4 * 36
=> Area of ΔDEF = 144 cm²
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