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14 questions
Which is a horizontal ellipse?
4x2+9y2=1
16x2+9y2=1
16x2+16y2=1
x2+49y2=1
What are the vertices of
16x2+25y2=1?(−4, 0) and (4, 0)
(0, −4) and (0, 4)
(−5, 0) and (5, 0)
(0, −5) and (0, 5)
How long is the major axis of the given ellipse? Format for answer: k where k is a number. Note: There should be no spaces and no units.
64x2+49(y+2)2=1Check all the boxes that describe the ellipse
4x2+81y2=1The center is (0,0).
The major axis is 81.
The minor axis is 4.
The graph is a horizontal ellipse.
What is the equation of the given graph?
7x2+6y2=1
14x2+12y2=1
49x2+36y2=1
36x2+49y2=1
How far is a focus from the center of the given ellipse? Format for answer: k where k is a number. Note: There should be no spaces and no units.
How long is the minor axis of the given ellipse? Format for answer: k where k is a number. Note: There should be no spaces and no units.
9x2+y2=1What are the co-vertices of the given ellipse?
(5, −4) and (5, 2)
(−4, 5) and (2, 5)
(−1, −2) and (−1, 12)
(0, 0) and (2, 5)
What is the equation of a vertical ellipse whose center is (0, 0), length of the major axis is 12 and length of the minor axis is 10?
36x2+25y2=1
25x2+36y2=1
144x2+100y2=1
100x2+144y2=1
An ellipse is a set of points in which the _____ of the distances from the two foci is constant.
What is the center of the given ellipse? Format for answer: (x,y) where x and y are numbers. Note: There should be no spaces.
64(x+5)2+4(y−8)2=1In an ellipse, the largest value among a, b, or c is _____.
What is the equation to get the foci of the ellipse?
c2=a2−b2
c2=a2+b2
c=a−b
c=a+b
What are the foci of the given ellipse?
64x2+81y2=1
(−17, 0), (17, 0)
(0,−17), (0,17)
(0, −17),(0,17)
(−17,0),(17,0)
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