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5 Gren the vector field, G= 2r'ya, - 2(z- x)a, + 3xyzn,, find: (a) G at P(2,-3,4); 6 a unit vector in the direction of G at P, (c) the (scalar) equation of the surface on which |G| = 100; (d) the y coordinate of Q(-3,y.5) if |Gol - 100 and y > 0, (e) the dis- tance between P and Q.

5 Gren the vector field, G= 2r'ya, - 2(z- x)a, + 3xyzn,, find: (a) G at P(2,-3,4); 6 a unit vector in the direction of G at P, (c) the (scalar) equation of the surface on which |G| = 100; (d) the y coordinate of Q(-3,y.5) if |Gol - 100 and y > 0, (e) the dis- tance between P and Q.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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6:49 PM O tll !והל D:79% 5. Gjren the vector field, G = 2x*ya, – 2(z – x)a, + 3xyza,, find: (a) G at P(2, – 3,4); 6) a unit vector in the direction of G at P; (c) the (scalar) equation of the surface on which |G| = 100; (d) the y coordinate of Q(-3,y,5) if |Gol = 100 and y > 0; (e) the dis- tance between P and Q. | 4r-, +r - xa, + r CEihetP k the P. k the |t P Original Docs Image Super Enh Done > Rotate Crop Adjust
Transcribed Image Text:6:49 PM O tll !והל D:79% 5. Gjren the vector field, G = 2x*ya, – 2(z – x)a, + 3xyza,, find: (a) G at P(2, – 3,4); 6) a unit vector in the direction of G at P; (c) the (scalar) equation of the surface on which |G| = 100; (d) the y coordinate of Q(-3,y,5) if |Gol = 100 and y > 0; (e) the dis- tance between P and Q. | 4r-, +r - xa, + r CEihetP k the P. k the |t P Original Docs Image Super Enh Done > Rotate Crop Adjust
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