if triangle ABC~ triangle DEF such that area of triangleABC is 9cm^2 and the area of triangleDEF is 16cm^2 and BC=2.1. find the length of EF
Answers
Answered by
1
Step-by-step explanation:
Here,triangleABC ~ triangle DEF
Therefore,
BC/EF = AC/DF = AB/DE
Then,
ar(triangleABC)/ ar(triangleDEF) = 16/9
(BC/EF)^ = 16/9
(2.1/EF)^ =16/9
EF^=16×2.1^/9
EF=2.8cm
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Answered by
1
Answer:
given : triangle ABC= 9cm^2
triangle DEF = 16^2
BC =2.1
to find: length of E F
ABC/ DEF = BC^2/EF^2
9/16 = 2.1^2 / EF ^2
3/4 = 2.1/EF
EF = 2.8
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