Tardigrade
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Tardigrade
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Mathematics
Consider a curve C: x 2+ xy +4=0 and identify the correct statement(s) about the curve C '.
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Q. Consider a curve $C : x ^2+ xy +4=0$ and identify the correct statement(s) about the curve $C$ '.
Conic Sections
A
The curve has exactly two asymptotes.
B
If the line $y=m x$ intersects the curve at two distinct points then $m \in(-\infty,-1)$.
C
The curve does not have any horizontal asymptotes.
D
The curve has no point of inflection.
Solution:
$C: x^2+x y+4=0$