MCQ
If ${}^n{P_4}\;:\;{}^n{P_5} = 1:2$, then $n = $
- A$4$
- B$5$
- ✓$6$
- D$7$
$\Rightarrow n - 4 = 2 $
$\Rightarrow n = 6$.
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Circle $M : x ^{2}+ y ^{2}=1$ ; Circle $N : x ^{2}+ y ^{2}-2 x =0$ ; Circle $O : x ^{2}+ y ^{2}-2 x -2 y +1=0$ ;Circle $P: x^{2}+y^{2}-2 y=0$
If the centre of circle $M$ is joined with centre of the circle $N$, further centre of circle $N$ is joined with centre of the circle $O ,$ centre of circle $O$ is joined with the centre of circle $P$ and lastly, centre of circle $P$ is joined with centre of circle $M ,$ then these lines form the sides of a