Will give brainliest
identify the type, center, and foci of the conic section. 11x2 – 2y2 + 66x – 16y + 45 = 0
a. ellipse with center (–3, 4), foci at (–3, 4 ± sqrt13)
b. hyperbola with center (3, 4), foci at (4 ±sqrt13, 3)
c. hyperbola with center (–3, –4), foci at (–3 ± sqrt13, –4)
ellipse with center (3, –4), foci at (3, –4 ±sqrt13 )

Correct choice is C.

Step-by-step explanation:

The conic section is represented by equation

First, simplify this equation:

This is the equation of hyperbola with center at point (-3,-4), real semiaxis and imaginary semiaxis Then the distance from the center to the focus is

Then foci are placed at points

Thus, correct choice is C.

the equivalent expression are always the hardest ones but you look at the gcf also

step-by-step explanation:

step-by-step explanation:

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