FAC is congruent to GEC- Which statement can NOT be proven-AF cong GEangle FCA cong angle GCEangle CAF cong angle CDGAC cong EC

Question

Toppr Admin · Accepted Answer

Give- -x25B3-FAC and-xA0-x25B3-GEC are congruent-The corresponding angles and sides are congruent-i-e- FC-x2245-CG - AC-x2245-CE- AF-x2245-EG-x2220-CAF-x2245-x2220-GEC-xA0-x2220-FCA-x2245-x2220-ECG-xA0-x2220-AFC-x2245-x2220-CGEFrom the options only-xA0-x2220-CAF-x2245-x2220-CDG is not true-

FAC is congruent to GEC. Which statement can NOT be proven?

$A F ≅ G E$
$∠ F C A ≅ ∠ G C E$
$∠ C A F ≅ ∠ C D G$
$A C ≅ E C$

Give, $△ F A C$ and $△ G E C$ are congruent.

The corresponding angles and sides are congruent.
i.e., $F C ≅ C G$ , $A C ≅ C E$ , $A F ≅ E G$
$∠ C A F ≅ ∠ G E C$ , $∠ F C A ≅ ∠ E C G$ , $∠ A F C ≅ ∠ C G E$

From the options only $∠ C A F ≅ ∠ C D G$ is not true.

FAC is congruent to GEC. Which statement can NOT be proven?AF≅GE∠FCA≅∠GCE∠CAF≅∠CDGAC≅EC

Give, △FAC and △GEC are congruent.The corresponding angles and sides are congruent.i.e., FC≅CG , AC≅CE, AF≅EG∠CAF≅∠GEC, ∠FCA≅∠ECG, ∠AFC≅∠CGEFrom the options only ∠CAF≅∠CDG is not true.

FAC is congruent to GEC. Which statement can NOT be proven?

$A F ≅ G E$
$∠ F C A ≅ ∠ G C E$
$∠ C A F ≅ ∠ C D G$
$A C ≅ E C$

Give, $△ F A C$ and $△ G E C$ are congruent.

The corresponding angles and sides are congruent.
i.e., $F C ≅ C G$ , $A C ≅ C E$ , $A F ≅ E G$
$∠ C A F ≅ ∠ G E C$ , $∠ F C A ≅ ∠ E C G$ , $∠ A F C ≅ ∠ C G E$

From the options only $∠ C A F ≅ ∠ C D G$ is not true.