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Mathematics
Length of common chord of the parabolas x2=4 y and y2=4 x is
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Q. Length of common chord of the parabolas $x^2=4 y$ and $y^2=4 x$ is
Conic Sections
A
4
35%
B
$4 \sqrt{3}$
21%
C
$ 4 \sqrt{2}$
44%
D
2
0%
Solution:
Points of intersection of $x^2=4 y$ and $y^2=4 x$ are $(0,0)$ and $(4,4)$
$\Rightarrow $ Length of common chord $=4 \sqrt{2}$