Tofind:the equation and if the equation is parabolic give its vertex, focus and directrix; if its ellipse gives its center, vertices and foci; if it’s is a hyperbola, give its center, vertices, foci and asymptotes.
Answer to Problem 13RE
Thecenter=
Explanation of Solution
Given:
Concept used:
Formula for hyperbola forming open left and right.
Form:
Center=
Vertices=
Slope of asymptotes:
Equation of asymptotes:
Formula for hyperbola opening up and down:
Form:
Center:
Vertices:
Slope of asymptotes:
Calculation:
Which is equation of hyperbola in the form of
The center=
Foci=
Hence, center=
Chapter 10 Solutions
Precalculus
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