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Triangle PST congruent Triangle QRT
PS=QR
ST=TR
AnglePST = angle QRT (90+60 both)
So
PT=QT CPCT
TR=SR=RQ
Angle RTQ=AngleRQT
2angle TQR=180-150 angle sum property
Angle TQR=30/2=15
PS=QR
ST=TR
AnglePST = angle QRT (90+60 both)
So
PT=QT CPCT
TR=SR=RQ
Angle RTQ=AngleRQT
2angle TQR=180-150 angle sum property
Angle TQR=30/2=15
Answered by
1
I) PT=QT (beacause PS=RQ & ST=TR)
II) ANGLE TQR =15
Triangle STR is equilateral
so, all angle is 60
then angle TQR is 15
II) ANGLE TQR =15
Triangle STR is equilateral
so, all angle is 60
then angle TQR is 15
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