How do you graph the ellipse? (x−2)² 81 Drag choices into the boxes to correctly complete the statements. + (y+8)² 100 = 1 The center of the ellipse is axis are units from the center. To graph the ellipse, connect (2,-8) . The endpoints of the major axis are (-8,2) 9 10 8 units from the center. The endpoints of the minor with a smooth curve. (2, 1), (12,−8), (2, —17), and (−8, –8) (2, 2), (11, −8), (2, –18), and (–7,-8)
How do you graph the ellipse? (x−2)² 81 Drag choices into the boxes to correctly complete the statements. + (y+8)² 100 = 1 The center of the ellipse is axis are units from the center. To graph the ellipse, connect (2,-8) . The endpoints of the major axis are (-8,2) 9 10 8 units from the center. The endpoints of the minor with a smooth curve. (2, 1), (12,−8), (2, —17), and (−8, –8) (2, 2), (11, −8), (2, –18), and (–7,-8)
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.2: Ellipses
Problem 56E
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Question
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How do you graph the ellipse? (x-2)^2/81 + (y+8)^2/100 = 1
![How do you graph the ellipse?
(x-2)²
81
+
(y+8)²
100
= 1
Drag choices into the boxes to correctly complete the statements.
The center of the ellipse is
axis are
units from the center.
To graph the ellipse, connect
(2,-8)
(-8,2)
The endpoints of the major axis are
9
10
8
units from the center. The endpoints of the minor
with a smooth curve.
(2, 1), (12, −8), (2, −17), and (−8, –8)
(2, 2), (11, −8), (2, —18), and (–7, —8)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Febd89898-398e-486f-9544-d41fd5d941d4%2Fe40787c3-9001-4b5a-826e-3c83721232a7%2Fy8uyvtf_processed.png&w=3840&q=75)
Transcribed Image Text:How do you graph the ellipse?
(x-2)²
81
+
(y+8)²
100
= 1
Drag choices into the boxes to correctly complete the statements.
The center of the ellipse is
axis are
units from the center.
To graph the ellipse, connect
(2,-8)
(-8,2)
The endpoints of the major axis are
9
10
8
units from the center. The endpoints of the minor
with a smooth curve.
(2, 1), (12, −8), (2, −17), and (−8, –8)
(2, 2), (11, −8), (2, —18), and (–7, —8)
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