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DATE: NO. 1. One end point of a line segment is at P₁ (-2, 1, 6) and the midpoint Q lies in the plane y=3. The other endpoint, &, lies on the intersection of the planes x=4 and 2-6. Find the coordinates of P₂ and Q. 2. Determine whether or not the three given points lie on a line. A (1,-1, 2), B (-1, -4,3), C (3,2,1) 3. Describe the set of points in space given by {(x,y,z): x20, y ≤0, zzo}! 4. Find the equation of the graph of all points equidistant from the points (2,-1, 3) and (3,1,-1). Can you describe the graph. 1 '

DATE: NO. 1. One end point of a line segment is at P₁ (-2, 1, 6) and the midpoint Q lies in the plane y=3. The other endpoint, &, lies on the intersection of the planes x=4 and 2-6. Find the coordinates of P₂ and Q. 2. Determine whether or not the three given points lie on a line. A (1,-1, 2), B (-1, -4,3), C (3,2,1) 3. Describe the set of points in space given by {(x,y,z): x20, y ≤0, zzo}! 4. Find the equation of the graph of all points equidistant from the points (2,-1, 3) and (3,1,-1). Can you describe the graph. 1 '

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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DATE: NO. 1. One end point of a line segment is at P₁ (-2, 1, 6) and the midpoint Q lies in the plane y=3. The other endpoint, &, lies on the intersection of the planes x=4 and 2-6. Find the coordinates of P₂ and Q. 2. Determine whether or not the three given points lie on a line. A (1,-1, 2), B (-1, -4,3), C (3,2,1) 3. Describe the set of points in space given by {(x,y,z): x20, y ≤0, zzo}! 4. Find the equation of the graph of all points equidistant from the points (2,-1, 3) and (3,1,-1). Can you describe the graph. 1 '
Transcribed Image Text:DATE: NO. 1. One end point of a line segment is at P₁ (-2, 1, 6) and the midpoint Q lies in the plane y=3. The other endpoint, &, lies on the intersection of the planes x=4 and 2-6. Find the coordinates of P₂ and Q. 2. Determine whether or not the three given points lie on a line. A (1,-1, 2), B (-1, -4,3), C (3,2,1) 3. Describe the set of points in space given by {(x,y,z): x20, y ≤0, zzo}! 4. Find the equation of the graph of all points equidistant from the points (2,-1, 3) and (3,1,-1). Can you describe the graph. 1 '
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