what is the curvature of the function R =x^2 + y^2 and Q = x^2 + z^3 P = y^2 + 3z

(x^2 + 2y - (x^2 + 3z)) - (2x + y^2 - (y^2 + 3z)) + (2x + z^3 - (2y + z^3))

(2x + y^2 - (2x + z^3)) - (x^2 + 2y - (2y + z^3)) + (x^2 + 3z - (y^2 + 3z))

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curvature

jason wheeler 5 questions

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1Part 1 What is the 2-d curl of this function? f(x,y) = x^3 - 8y and f(x,y) = y^3 - 8x
1. A3x - 8 - (3y - 8)
2. B3x - 8y - (3y - 8x)
2Part 2 What is the rotation around the point (0,1)
1. Aclockwise
2. Bcounterclockwise
3. Cno rotation
3Part 3 What is the rotation around the point (1,0)
1. Acounterclockwise
2. Bclockwise
3. Cno rotation
4Part 4. What is the rotation around the point (0,0)
1. Ano rotation
2. Bclockwise
3. Ccounterclockwise
5what is the curvature of the function R =x^2 + y^2 and Q = x^2 + z^3 P = y^2 + 3z
1. A(x^2 + 2y - (x^2 + 3z)) - (2x + y^2 - (y^2 + 3z)) + (2x + z^3 - (2y + z^3))
2. B(2x + y^2 - (2x + z^3)) - (x^2 + 2y - (2y + z^3)) + (x^2 + 3z - (y^2 + 3z))

Description: multaviarible calculus (week 7) Quiz on curvature, created by jason wheeler on 09/10/2017.
Author: jason wheeler
Language: English
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Tags: multaviarible calculusweek 7
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