in triangle ABC and triangle PQR,AB=PQ,BC=QR and CB and who answer I mark that brainlist
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In triangleABC & trianglePQR ,
AB=PQ & BC=QR
=> angleBCA=angleQRP ......[i] & angleBAC=angleQPR .....[ii]
Adding [i] & [ii] on both sides ,
angleBCA+angleBAC = angleQRP+angleQPR
=> angleABX = anglePQY.
=> 180degree - angleABX = 180degree -anglePQY
=> angleABC = anglePQR .......[iii]
In triangleABC and trianglePQR ,
AB=PQ [given]
angleABC = anglePQR [by (iii)]
BC=QR [given]
so, triangleABC is congruent to trianglePQR.
[by SAS-criterion]
AB=PQ & BC=QR
=> angleBCA=angleQRP ......[i] & angleBAC=angleQPR .....[ii]
Adding [i] & [ii] on both sides ,
angleBCA+angleBAC = angleQRP+angleQPR
=> angleABX = anglePQY.
=> 180degree - angleABX = 180degree -anglePQY
=> angleABC = anglePQR .......[iii]
In triangleABC and trianglePQR ,
AB=PQ [given]
angleABC = anglePQR [by (iii)]
BC=QR [given]
so, triangleABC is congruent to trianglePQR.
[by SAS-criterion]
harshaggarwal35:
bhai 180 kase aya jise ABX minus kiya
Answered by
6
:you can see the explanation which I have given in the photo.
Please mark it as brainiest.
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