If triangle ABC right angled at A is congruent to triangle PQR right angled at P by RHS rule, then which of the following are correct?

AB = PQ

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AC = PR

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AB = PR

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AC = PQ

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Solution

The correct options are
A AB = PQ
B AC = PR

Given that the triangles are congruent by RHS criterion.
Then the corresponding equal parts are :
$∠ A = ∠ P = 90^{o}$
BC = QR = Hypotenuse
AB = PQ

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If triangle ABC right angled at A is congruent to triangle PQR right angled at P by RHS rule, then which of the following are correct?

The correct options are A AB = PQ B AC = PR Given that the triangles are congruent by RHS criterion. Then the corresponding equal parts are : ∠A=∠P=90o BC = QR = Hypotenuse AB = PQ

The correct options are
A AB = PQ
B AC = PR

Given that the triangles are congruent by RHS criterion.
Then the corresponding equal parts are :
$∠ A = ∠ P = 90^{o}$
BC = QR = Hypotenuse
AB = PQ