Answer :
Given: ΔABC ~ΔDEF
area (Δ ABC) = 16 cm2
area (Δ DEF) = 25 cm2
BC = 2.3 cm
To find: The length of EF.
Theorem Used:
Area of similar triangle:
The ratio of the areas of two similar triangles are equal to the ratio of the squares of any two corresponding sides.
Explanation:
Since, ΔABC ~ΔDEF
Then by area of similar triangle theorem,
By taking square root,
EF = 2.875cm
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