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3rd-Quarter... 4. Focus (3, 0) 5. Focus (-5, 0) 6. Focus (0, 10) 7|Page 1- Given the falowing conditions, salve for eoch. Sketch the graph with accuracy and neatness 1. y - 6x Value of p Focus: Directrix: EP.Latus rectum: Opening of Parabola: 2. The equation of the directrix is x-2 = 0. Value of p: Focus: Latus rectum: Equation of Parabola: Opening at Parabola: 3. The length of the latus rectum is 10 and the parabola opens upward. Value of p: Focus: Directrix: Latus rectum: Equation of Parabola: ...

3rd-Quarter... 4. Focus (3, 0) 5. Focus (-5, 0) 6. Focus (0, 10) 7|Page 1- Given the falowing conditions, salve for eoch. Sketch the graph with accuracy and neatness 1. y - 6x Value of p Focus: Directrix: EP.Latus rectum: Opening of Parabola: 2. The equation of the directrix is x-2 = 0. Value of p: Focus: Latus rectum: Equation of Parabola: Opening at Parabola: 3. The length of the latus rectum is 10 and the parabola opens upward. Value of p: Focus: Directrix: Latus rectum: Equation of Parabola: ...

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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491.l 6:45 3rd-Quarter... 4. Focus (3, 0) 5. Focus (-5, 0) 6. Focus (0, 10) 7|Page 1- Given the folowing conditions, solve for each. Sketch the graph with accuracy and neatness 1. y = 6x Value of p: Focus: Directrix: E.P.Latus rectum: Opening of Parabola: 2. The equation of the directrix is x-2 = 0. Value of p: Focus: Latus rectum: Equation of Parabola: Opening of Parabola: 3. The length of the latus rectum is 10 and the parabola opens upward. Value of p: Focus: Directrix: Latus recturm: Equation of Parabola: May God Bless Youl () II
Transcribed Image Text:491.l 6:45 3rd-Quarter... 4. Focus (3, 0) 5. Focus (-5, 0) 6. Focus (0, 10) 7|Page 1- Given the folowing conditions, solve for each. Sketch the graph with accuracy and neatness 1. y = 6x Value of p: Focus: Directrix: E.P.Latus rectum: Opening of Parabola: 2. The equation of the directrix is x-2 = 0. Value of p: Focus: Latus rectum: Equation of Parabola: Opening of Parabola: 3. The length of the latus rectum is 10 and the parabola opens upward. Value of p: Focus: Directrix: Latus recturm: Equation of Parabola: May God Bless Youl () II
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