what is the solution of ax2+by3+cz
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Answer:
A and B are the centres of the circles with radii 5cm and 3cm respectively.
C is the mid-point of AB.
Extend AB upto O point on circumference of outer circle.
AB=AO−BO=5−3=2cm (since AO and BO are radii of larger and smaller circles)
AC=
2
AB
=
2
2
=1cm
now in right angled triangle AMP
AC=1cm,AP=5cm
by pythagoras thm.
AP
2
=PC
2
+AC
2
PC
2
=
AP
2
−AC
2
PC
2
=
5
2
−1
2
Therefore PQ=2PC=2.
24
=4.
6
cm [CP=CQ]
So , option A is the answer.
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