on the parabola when the line intersects, but does not cross, and graph the 51. x + 4x - 6y = 53. y2 + x + y = 0 16. Focus: G, 0) 18. Focus: (0, - 1) uation with O, and (d).] 15. Focus: (0,) 17. Focus: (-2, 0) 19. Directrix: y = 2 OO Finding a Parab equation at the gi 20. Directrix: y = -4 22. Directrix: x = 3 21. Directrix: x = - 1 %3D 23. Vertical axis; passes through the point (4, 6) 24. Vertical axis; passes through the point (-3, - 3) 25. Horizontal axis; passes through the point (-2, 5) 26. Horizontal axis; passes through the point (3, - 2) 55. x2 = 8y х 8. 4 DXO Finding the Standard Equation of a Parabola In Exercises 27-36, find the standard form of the equation of the parabola 4 -4 -4 with the given characteristics. 57. x = 2y, (4, 8 %3D 27. 28. Vertex 59. y = -2r², (- (2, 6) 61. Flashlight focus of the pa Focus (-3, 0) •Focus (2, 4) vertex of ther 4 8 12 Vertex a cross section (-4, 0) -8 on the positiv ation of a 6, find the the parabola nd vertex at -1 +1 2 3 4 5 6 29. Vertex: (6, 3); focus: (4, 3) 30. Vertex: (1, - 8); focus: (3, –8) 31. Vertex: (0, 2); directrix: y = 4 32. Vertex: (1, 2); directrix: y = -1 33. Focus: (2, 2); directrix: x = -2 34. Focus: (0, 0); directrix: y = 8 35. Vertex: (3, - 3); vertical axis; passes through the point (0, 0) 36. Vertex: (-1, 6); horizontal axis; passes through the point (-9, 2) Figure for 4. 62. Satellite dish is at th equation fo 76 4321
on the parabola when the line intersects, but does not cross, and graph the 51. x + 4x - 6y = 53. y2 + x + y = 0 16. Focus: G, 0) 18. Focus: (0, - 1) uation with O, and (d).] 15. Focus: (0,) 17. Focus: (-2, 0) 19. Directrix: y = 2 OO Finding a Parab equation at the gi 20. Directrix: y = -4 22. Directrix: x = 3 21. Directrix: x = - 1 %3D 23. Vertical axis; passes through the point (4, 6) 24. Vertical axis; passes through the point (-3, - 3) 25. Horizontal axis; passes through the point (-2, 5) 26. Horizontal axis; passes through the point (3, - 2) 55. x2 = 8y х 8. 4 DXO Finding the Standard Equation of a Parabola In Exercises 27-36, find the standard form of the equation of the parabola 4 -4 -4 with the given characteristics. 57. x = 2y, (4, 8 %3D 27. 28. Vertex 59. y = -2r², (- (2, 6) 61. Flashlight focus of the pa Focus (-3, 0) •Focus (2, 4) vertex of ther 4 8 12 Vertex a cross section (-4, 0) -8 on the positiv ation of a 6, find the the parabola nd vertex at -1 +1 2 3 4 5 6 29. Vertex: (6, 3); focus: (4, 3) 30. Vertex: (1, - 8); focus: (3, –8) 31. Vertex: (0, 2); directrix: y = 4 32. Vertex: (1, 2); directrix: y = -1 33. Focus: (2, 2); directrix: x = -2 34. Focus: (0, 0); directrix: y = 8 35. Vertex: (3, - 3); vertical axis; passes through the point (0, 0) 36. Vertex: (-1, 6); horizontal axis; passes through the point (-9, 2) Figure for 4. 62. Satellite dish is at th equation fo 76 4321
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
Related questions
Question
How do you answer 33?
(This is not graded but, rather, an exercise to achieve acquisition).
![on the parabola when the line intersects, but does not cross,
and
graph the
51. x + 4x - 6y =
53. y2 + x + y = 0
16. Focus: G, 0)
18. Focus: (0, - 1)
uation with
O, and (d).]
15. Focus: (0,)
17. Focus: (-2, 0)
19. Directrix: y = 2
OO Finding
a Parab
equation
at the gi
20. Directrix: y = -4
22. Directrix: x = 3
21. Directrix: x = - 1
%3D
23. Vertical axis; passes through the point (4, 6)
24. Vertical axis; passes through the point (-3, - 3)
25. Horizontal axis; passes through the point (-2, 5)
26. Horizontal axis; passes through the point (3, - 2)
55.
x2 = 8y
х
8.
4
DXO Finding the Standard Equation of a
Parabola In Exercises 27-36, find the
standard form of the equation of the parabola
4
-4
-4
with the given characteristics.
57. x = 2y, (4, 8
%3D
27.
28.
Vertex
59. y = -2r², (-
(2, 6)
61. Flashlight
focus of the pa
Focus
(-3, 0)
•Focus
(2, 4)
vertex of ther
4 8 12
Vertex
a cross section
(-4, 0)
-8
on the positiv
ation of a
6, find the
the parabola
nd vertex at
-1 +1 2 3 4 5 6
29. Vertex: (6, 3); focus: (4, 3)
30. Vertex: (1, - 8); focus: (3, –8)
31. Vertex: (0, 2); directrix: y = 4
32. Vertex: (1, 2); directrix: y = -1
33. Focus: (2, 2); directrix: x = -2
34. Focus: (0, 0); directrix: y = 8
35. Vertex: (3, - 3); vertical axis; passes through the point
(0, 0)
36. Vertex: (-1, 6); horizontal axis; passes through the
point (-9, 2)
Figure for
4.
62. Satellite
dish is at th
equation fo
76
4321](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff41e2e4b-5a8b-4192-b824-708f7e11e022%2Fd069037d-07ec-4a5c-9064-80357153d17c%2F6wwbx2k.jpeg&w=3840&q=75)
Transcribed Image Text:on the parabola when the line intersects, but does not cross,
and
graph the
51. x + 4x - 6y =
53. y2 + x + y = 0
16. Focus: G, 0)
18. Focus: (0, - 1)
uation with
O, and (d).]
15. Focus: (0,)
17. Focus: (-2, 0)
19. Directrix: y = 2
OO Finding
a Parab
equation
at the gi
20. Directrix: y = -4
22. Directrix: x = 3
21. Directrix: x = - 1
%3D
23. Vertical axis; passes through the point (4, 6)
24. Vertical axis; passes through the point (-3, - 3)
25. Horizontal axis; passes through the point (-2, 5)
26. Horizontal axis; passes through the point (3, - 2)
55.
x2 = 8y
х
8.
4
DXO Finding the Standard Equation of a
Parabola In Exercises 27-36, find the
standard form of the equation of the parabola
4
-4
-4
with the given characteristics.
57. x = 2y, (4, 8
%3D
27.
28.
Vertex
59. y = -2r², (-
(2, 6)
61. Flashlight
focus of the pa
Focus
(-3, 0)
•Focus
(2, 4)
vertex of ther
4 8 12
Vertex
a cross section
(-4, 0)
-8
on the positiv
ation of a
6, find the
the parabola
nd vertex at
-1 +1 2 3 4 5 6
29. Vertex: (6, 3); focus: (4, 3)
30. Vertex: (1, - 8); focus: (3, –8)
31. Vertex: (0, 2); directrix: y = 4
32. Vertex: (1, 2); directrix: y = -1
33. Focus: (2, 2); directrix: x = -2
34. Focus: (0, 0); directrix: y = 8
35. Vertex: (3, - 3); vertical axis; passes through the point
(0, 0)
36. Vertex: (-1, 6); horizontal axis; passes through the
point (-9, 2)
Figure for
4.
62. Satellite
dish is at th
equation fo
76
4321
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