que 27 give me solution
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In triangles QTX and Triangle QSX
Angle XTQ = <XSQ= 90°
XQ = XQ common
<XQX= <XQT as X is the bisector of ang.Q
so bye RHS both triangles are congruent .
by cpct XT= XS
AND
Now draw a perpendicular lime from XY to line PR
and draw line PX
as by RHS
we can prove that triangle
XYR CONGRUENT TO TR. XSR
BY cpct
XS= XY
and we know that XT= XS
it means
XT= XS= XY
and now prove triangles PXY and tri.PXT congruent by RHS
and than by cpct
you can say that ang.PXT= and. PXY
if you have any problem with any step than msg me .
ok
hope it will help you
Angle XTQ = <XSQ= 90°
XQ = XQ common
<XQX= <XQT as X is the bisector of ang.Q
so bye RHS both triangles are congruent .
by cpct XT= XS
AND
Now draw a perpendicular lime from XY to line PR
and draw line PX
as by RHS
we can prove that triangle
XYR CONGRUENT TO TR. XSR
BY cpct
XS= XY
and we know that XT= XS
it means
XT= XS= XY
and now prove triangles PXY and tri.PXT congruent by RHS
and than by cpct
you can say that ang.PXT= and. PXY
if you have any problem with any step than msg me .
ok
hope it will help you
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