In the adjacent figure - parallelogram ABCD - Show that ABC cong CDA

Question

Toppr Admin · Accepted Answer

In-x394-ABC-amp-x394-CDAAB-CDBC-DA-xA0-opposite side of parallelogram are equal-x2220-ABC-x2220-CDA Oppsite angle in parallelogram are equal-x2234-x394-ABC-x2245-x394-CDA-SAScongurencerule-

in the adjacent figure , parallelogram $A B C D$ , Show that $A B C ≅ C D A$

$\begin{matrix} I n Δ A B C & Δ C D A A B = C D B C = D A \end{matrix}$
(opposite side of parallelogram are equal)
$∠ A B C = ∠ C D A$ Oppsite angle in parallelogram are equal
$∴ Δ A B C ≅ Δ C D A (S A S c o n g u r e n c e r u l e)$

in the adjacent figure , parallelogram ABCD , Show that ABC≅CDA

InΔABC&ΔCDAAB=CDBC=DA (opposite side of parallelogram are equal)∠ABC=∠CDA Oppsite angle in parallelogram are equal∴ΔABC≅ΔCDA(SAScongurencerule)

in the adjacent figure , parallelogram $A B C D$ , Show that $A B C ≅ C D A$

$\begin{matrix} I n Δ A B C & Δ C D A A B = C D B C = D A \end{matrix}$
(opposite side of parallelogram are equal)
$∠ A B C = ∠ C D A$ Oppsite angle in parallelogram are equal
$∴ Δ A B C ≅ Δ C D A (S A S c o n g u r e n c e r u l e)$