Question

can anyone solve this 2 sums ? ​

Answer 1

Answer:

10) I) Triangle DCN congruent to triangle BAP :-

so , considering that triangle DCN congruent to triangle BAP

AB = DC [opposite side of parallelogram are equal]

Angle P = Angle N [Both angles are equal to 90°]

Angle DCN = Angle BAP [ By AAS criteria ]

ll) AN= CP

AN = CP because of CPCT ( Corresponding part of congruence triangle )

Answer 2

Answer:

10) I) Triangle DCN congruent to triangle

BAP :

so, considering that triangle DCN congruent to triangle BAP

AB = DC [opposite side of parallelogram are equal]

Angle P = Angle N [Both angles are equal to 90°]

Angle DCN = Angle BAP [ By AAS

criteria ]

II) AN= CP

AN = CP because of CPCT (Corresponding part of congruence triangle)

Step-by-step explanation:

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