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Mathematics
Radius of the circle with centre (3,-1) and cutting a chord of length 6 on the line 2 x-5 y+18=0 is
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Q. Radius of the circle with centre $(3,-1)$ and cutting a chord of length 6 on the line $2 x-5 y+18=0$ is
Conic Sections
A
$\sqrt{29}$
50%
B
$ \sqrt{38}$
28%
C
$\sqrt{37}$
11%
D
$\sqrt{41}$
11%
Solution:
$p=\frac{6+5+18}{\sqrt{29}}=\sqrt{29}$
$r^2=p^2+3^2=38 \Rightarrow r=\sqrt{38}$