Por wat value of p the point (p. 2) lies on the line 3x +y = 11
Show that 1.27474747............ can be expressed in form ofa,
where p and q are integer and q +0.
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ANSWER
To solve the problem, we join points Q and O.
Now, in ΔOQP,OP=OQ= radius.
⇒∠OPQ=∠OQP
Since the sum of all angles in a triangle is 180
o
,∠POQ=(180−2x)
o
Similarly, in ΔOQR,∠OQR=∠ORQ=y
o
∴∠QOR=(180−2y)
o
∠POR=∠POQ+∠QOR
∴∠POR=(180−2x)
o
+(180−2y)
o
=(360−2x−2y)
o
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