If triangle ABC and triangle DEF are two similar triangles such that BC=4cm, EF=5cm and area of triangleABC=64cm² then area of triangle DEF is
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Ar(ABC)/ar(DEF)=BC/EF. (by theorem)
80/ar(DEF)=4/5
ar(DEF)=80*5/4
ar(DEF)=100 cm sq.
4.5
80/ar(DEF)=4/5
ar(DEF)=80*5/4
ar(DEF)=100 cm sq.
4.5
SaravananJayanthan:
OK sorry
Answered by
13
HERE'S YOUR ANSWER
ABC & DEF are two similar triangle
area of ABC/area of DEF = BC^2/EF^2
given area of ABC=64
therefore, 64/area of DEF = 4^2/5^2
Area of DEF=64×25/16
AREA OF DEF = 100cm^2
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