Given Delta OAP cong Delta OBP in figure- the criteria by which the triangles are congruent is-SASASASSSRHS

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Toppr Admin · Accepted Answer

In -x25B3-OAP and -x25B3-OBPOA-OB-xA0- -xA0-given-x2220-AOP-x2220-BOP-xA0- -given-OP-OP-xA0- -common side-x2234-x25B3-OAP-x2245-x25B3-OBP-xA0- -xA0-by SAS congruent rule as two corresponding sides and the included angles of the triangles are equal-

Given $Δ O A P ≅ Δ O B P$ in figure, the criteria by which the triangles are congruent is:

$S A S$
$A S A$
$S S S$
$R H S$

In $△ O A P$ and $△ O B P$
$O A = O B$ (given)
$∠ A O P = ∠ B O P$ (given)
$O P = O P$ (common side)
$∴ △ O A P ≅ △ O B P$ by $S A S$ congruent rule as two corresponding sides and the included angles of the triangles are equal.

Given ΔOAP≅ΔOBP in figure, the criteria by which the triangles are congruent is:SASASASSSRHS

In △OAP and △OBPOA=OB (given)∠AOP=∠BOP (given)OP=OP (common side)∴△OAP≅△OBP by SAS congruent rule as two corresponding sides and the included angles of the triangles are equal.

Given $Δ O A P ≅ Δ O B P$ in figure, the criteria by which the triangles are congruent is:

$S A S$
$A S A$
$S S S$
$R H S$

In $△ O A P$ and $△ O B P$
$O A = O B$ (given)
$∠ A O P = ∠ B O P$ (given)
$O P = O P$ (common side)
$∴ △ O A P ≅ △ O B P$ by $S A S$ congruent rule as two corresponding sides and the included angles of the triangles are equal.