Q5) Find the equation of the surface formed by rotating the following line about the x -axis. 1= {x.y.2) ): = 1, 2=0 } A) b²(a – x)² = a²v² + z*) B) b²(a+x)² = a²Cv² – z²) C) b²(a² +x²) = a²(y² – z²) D) a²(b² – x²) = b²(y +z)² E) a²(b² +x²) = b²Cy– 2)²
Q5) Find the equation of the surface formed by rotating the following line about the x -axis. 1= {x.y.2) ): = 1, 2=0 } A) b²(a – x)² = a²v² + z*) B) b²(a+x)² = a²Cv² – z²) C) b²(a² +x²) = a²(y² – z²) D) a²(b² – x²) = b²(y +z)² E) a²(b² +x²) = b²Cy– 2)²
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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![Q5) Find the equation of the surface formed by rotating the following line about the x -axis.
1= {cx,y.2): += 1, 2= 0 }
A) b²(a – x)² = a²Cy² + z³)
B) b²(a + x)² = a²Cy² – z²)
C) b²(a² + x²) = a²(y² – z²)
D) a²(b² – x²) = b²y +z)?
E) a²(b² + x²) = b²Cy – z)?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F427a5c98-65bc-41dc-9455-41d99ae5c62e%2F722d3d18-33bc-43a4-8d1d-765dfdc9385b%2Fi1y00pke_processed.png&w=3840&q=75)
Transcribed Image Text:Q5) Find the equation of the surface formed by rotating the following line about the x -axis.
1= {cx,y.2): += 1, 2= 0 }
A) b²(a – x)² = a²Cy² + z³)
B) b²(a + x)² = a²Cy² – z²)
C) b²(a² + x²) = a²(y² – z²)
D) a²(b² – x²) = b²y +z)?
E) a²(b² + x²) = b²Cy – z)?
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