If the area of two similar triangle are equal the prove that they are

1.	If the area of two similar triangle are equal the prove that they are congruent
Answer» ANSWER: $Use the theorem that the ratio of the areas of two similar triangles is equalto the square of the ratio of their corresponding sides , then prove that they are congruent. → ∆ABC ~ ∆DEF such that ar(∆ABC) = ar( ∆DEF) . ... [ by SSS-congruency ] . Hence, it is proved. \$

If the area of two similar triangle are equal the prove that they are congruent

Answer»

$Use the theorem that the ratio of the areas of two similar triangles is equalto the square of the ratio of their corresponding sides , then prove that they are congruent. → ∆ABC ~ ∆DEF such that ar(∆ABC) = ar( ∆DEF) . ... [ by SSS-congruency ] . Hence, it is proved. \$

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If the area of two similar triangle are equal the prove that they are congruent​

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If the area of two similar triangle are equal the prove that they are congruent