pls someone give me this proof..
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here hope it helps you
given = QX AND QR ARE THE BISECTOR OF ANGLE Q AND R RESPECTIVELY
AND ANGLE QTX = ANGLE QSX
BECAUSE THEY ARE RIGHT ANGLE
PROOF NOW IN TRIANGLE XTQ AND IN TRIANGLE XSQ
1. HERE =ANGLE QTX =ANGLE QSK ( RIGHT ANGLE)
2. ANGLE TQX=ANGLE SQX (BECAUSE QX IS BISECTOR )
AND 3. SIDE QX =QX (COMMON SIDE)
AND HENCE TRIANGLE XTQ CONGRUENCE TO TRIANGLE XSQ (ACCORDING TO AAS CONGRUENCY RULE)
given = QX AND QR ARE THE BISECTOR OF ANGLE Q AND R RESPECTIVELY
AND ANGLE QTX = ANGLE QSX
BECAUSE THEY ARE RIGHT ANGLE
PROOF NOW IN TRIANGLE XTQ AND IN TRIANGLE XSQ
1. HERE =ANGLE QTX =ANGLE QSK ( RIGHT ANGLE)
2. ANGLE TQX=ANGLE SQX (BECAUSE QX IS BISECTOR )
AND 3. SIDE QX =QX (COMMON SIDE)
AND HENCE TRIANGLE XTQ CONGRUENCE TO TRIANGLE XSQ (ACCORDING TO AAS CONGRUENCY RULE)
ADARSH9999:
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