Ellipses and Hyperbolas
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#1. find the center,foci and vertices of ellipse.
(x+4)^2/49 + (Y+4)^2/25 =1
#2. Find the center, transverse,axis,vertices,foci and asymptotes.
Graph the equation y^2-x^2=100
#3. find the equation of hyperbola.
Vertices (-1,5) and (9,-5) Asymptote the line y+5=6/5 (x-4)
write the equation of hyperbola and show the graph.
I need the step by step solution of each question and the graph also. Thanks.
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Solution Summary
This shows how to graph equations and find information about hyperbolas and ellipses.
Solution Preview
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#1. Find the center, foci and vertices of ellipse.
(x + 4)2/49 + (y + 4)2/25 =1
This ellipse can be compared to the standard form: ,
Wherein the centre is (h, k) = (-4, -4),
Semi-major axis a = 7, semi-minor axis b = 5
The vertices are: (-4 + 7, -4), (-4 - 7, -4), (-4, -4 + 5), ...
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