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4. Identify the equation of the quadric surface. Then find the shape of the traces. 4z² - x² = 4y²

4. Identify the equation of the quadric surface. Then find the shape of the traces. 4z² - x² = 4y²

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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x² 5+212 52=1-1²/ 2 9 4 quadric surface. Then find the shape of the traces. 2. Identify the equation of the quadric surface. Then find the shape of the traces. z - x² - 4y² = 0 3. Identify the equation of the quadric surface. Then find the shape of the traces. 16x² - 9y² + 36z² = 144 4. Identify the equation of the quadric surface. Then find the shape of the traces. 4z² - x² = 4y² 5. Identify the equation of the quadric surface. Then find the shape of the traces. 9z² - 4y² - 9x² = = 36 6. Identify the equation of the quadric surface. Then find the shape of the traces. x² + z = y² 7. Identify the equation of the quadric surface. x² = 16+ 4y² 8. Identify the equation of the quadric surface. 5z² = 30 - 6y² 9. Identify the equation of the quadric surface. z = πx² = 0
Transcribed Image Text:x² 5+212 52=1-1²/ 2 9 4 quadric surface. Then find the shape of the traces. 2. Identify the equation of the quadric surface. Then find the shape of the traces. z - x² - 4y² = 0 3. Identify the equation of the quadric surface. Then find the shape of the traces. 16x² - 9y² + 36z² = 144 4. Identify the equation of the quadric surface. Then find the shape of the traces. 4z² - x² = 4y² 5. Identify the equation of the quadric surface. Then find the shape of the traces. 9z² - 4y² - 9x² = = 36 6. Identify the equation of the quadric surface. Then find the shape of the traces. x² + z = y² 7. Identify the equation of the quadric surface. x² = 16+ 4y² 8. Identify the equation of the quadric surface. 5z² = 30 - 6y² 9. Identify the equation of the quadric surface. z = πx² = 0
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