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1. Match each vector field with a description below, by writing the matching letter in the space provided. B с Ď 771 11111 11111 771. 277 (a) (b) (c) 4€ 711 117 17 2221111L 27711 M 17 17 271117 77177 The vector field (³-4y, 2ry). The gradient vector field of y²-². $) A vector field whose curl is positive everywhere.

1. Match each vector field with a description below, by writing the matching letter in the space provided. B с Ď 771 11111 11111 771. 277 (a) (b) (c) 4€ 711 117 17 2221111L 27711 M 17 17 271117 77177 The vector field (³-4y, 2ry). The gradient vector field of y²-². $) A vector field whose curl is positive everywhere.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.4: The Dot Product
Problem 46E
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1. Match each vector field with a description below, by writing the matching letter in the space provided. А B C Ď 7777 111 7/771115 22277 +55 223311 44*1 4x768 ++++4224 112 (a) (b) (d) 2 227711 271117/ 222111 2222111 2711 27111177 2711 1772. 271111 771 17 The vector field (³-4y, 2ry). The gradient vector field of y² - ². 1 1 $) A vector field whose curl is positive everywhere. 5 The gradient vector field of a function whose contour plot is below. 4 3 2 111
Transcribed Image Text:1. Match each vector field with a description below, by writing the matching letter in the space provided. А B C Ď 7777 111 7/771115 22277 +55 223311 44*1 4x768 ++++4224 112 (a) (b) (d) 2 227711 271117/ 222111 2222111 2711 27111177 2711 1772. 271111 771 17 The vector field (³-4y, 2ry). The gradient vector field of y² - ². 1 1 $) A vector field whose curl is positive everywhere. 5 The gradient vector field of a function whose contour plot is below. 4 3 2 111
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