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= i+ ②. The sum of the series (Σ(-1)" 1. Choose the correct answer, and prove the correct solution: 1. One of the following vectors is a unit vector that makes an angle of (2π/3) with the positiv x-axis. (a)+(b) (c) = (d) (d) = 2 2 2 (Σ(-1) is 2is equal to: 1 c. 65, sino (b) 2/3 (a) 5 joule (b) 20 joule (a) 2 3. The work done by the force F=5i to move an object from the point (-1,-1) to the point (3, 4) is equal to (d) 15 joule - 20.0 (c) 3/2 (d) 3 (c) 35 joule 1. One of the following vectors is parallel to the line whose equation is x-2=3, y-2==0) (a) = -i+2j-2k (b) V=1+2j-k (c) V = -i+j-2k (d) v = 2i+2j+k 2. The line (x=21+ 1,3 = 3+1, +4) intersects the yz plane at the point: (a) (0,0,7) (b) (0,5/2,9/2) (c) (0,7/2,0) 3. The curvature of the curve x² + y² = 36, is equal (a) 36 (b) 6 (d) (7/2,7/2,7/2) (c) 1/6 (d) √6 4. Given (f(x, y) = tan" (y/x)), then af lay is equal (a)x+y (b) + (c) -y (d) 11 1/x (d) = 71+3) 1. One of the following vectors is parallel to the: (3x-7y+2 (a) v = 2i+7j (b) V=-71-3j (c) = 71+2j 2. The sum of the series (Σ (-1)") is equal to: (a) 4 που (b) 3 (c) 5/4 (d) 1/2 2. 3. The angle between the diagonals of the rectangular whose vertices A(1,0), B(0,3), C(3,4), and D(4,1) is equal to (a) 30° (b) 90° (c) 45° (d) 120° 22. Find the convergence interval of the following series, and test the convergence boundary. (1+)"x" n=1 n

= i+ ②. The sum of the series (Σ(-1)" 1. Choose the correct answer, and prove the correct solution: 1. One of the following vectors is a unit vector that makes an angle of (2π/3) with the positiv x-axis. (a)+(b) (c) = (d) (d) = 2 2 2 (Σ(-1) is 2is equal to: 1 c. 65, sino (b) 2/3 (a) 5 joule (b) 20 joule (a) 2 3. The work done by the force F=5i to move an object from the point (-1,-1) to the point (3, 4) is equal to (d) 15 joule - 20.0 (c) 3/2 (d) 3 (c) 35 joule 1. One of the following vectors is parallel to the line whose equation is x-2=3, y-2==0) (a) = -i+2j-2k (b) V=1+2j-k (c) V = -i+j-2k (d) v = 2i+2j+k 2. The line (x=21+ 1,3 = 3+1, +4) intersects the yz plane at the point: (a) (0,0,7) (b) (0,5/2,9/2) (c) (0,7/2,0) 3. The curvature of the curve x² + y² = 36, is equal (a) 36 (b) 6 (d) (7/2,7/2,7/2) (c) 1/6 (d) √6 4. Given (f(x, y) = tan" (y/x)), then af lay is equal (a)x+y (b) + (c) -y (d) 11 1/x (d) = 71+3) 1. One of the following vectors is parallel to the: (3x-7y+2 (a) v = 2i+7j (b) V=-71-3j (c) = 71+2j 2. The sum of the series (Σ (-1)") is equal to: (a) 4 που (b) 3 (c) 5/4 (d) 1/2 2. 3. The angle between the diagonals of the rectangular whose vertices A(1,0), B(0,3), C(3,4), and D(4,1) is equal to (a) 30° (b) 90° (c) 45° (d) 120° 22. Find the convergence interval of the following series, and test the convergence boundary. (1+)"x" n=1 n

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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Note: - This is the second time I have posted the question. The first time, one of the experts told me that the entire solution is not included in the options, and this is not correct. I lost a question because of this. I need the correct solution from the right expert. Thank you.
= i+ ②. The sum of the series (Σ(-1)" 1. Choose the correct answer, and prove the correct solution: 1. One of the following vectors is a unit vector that makes an angle of (2π/3) with the positiv x-axis. (a)+(b) (c) = (d) (d) = 2 2 2 (Σ(-1) is 2is equal to: 1 c. 65, sino (b) 2/3 (a) 5 joule (b) 20 joule (a) 2 3. The work done by the force F=5i to move an object from the point (-1,-1) to the point (3, 4) is equal to (d) 15 joule - 20.0 (c) 3/2 (d) 3 (c) 35 joule 1. One of the following vectors is parallel to the line whose equation is x-2=3, y-2==0) (a) = -i+2j-2k (b) V=1+2j-k (c) V = -i+j-2k (d) v = 2i+2j+k 2. The line (x=21+ 1,3 = 3+1, +4) intersects the yz plane at the point: (a) (0,0,7) (b) (0,5/2,9/2) (c) (0,7/2,0) 3. The curvature of the curve x² + y² = 36, is equal (a) 36 (b) 6 (d) (7/2,7/2,7/2) (c) 1/6 (d) √6 4. Given (f(x, y) = tan" (y/x)), then af lay is equal (a)x+y (b) + (c) -y (d) 11 1/x (d) = 71+3) 1. One of the following vectors is parallel to the: (3x-7y+2 (a) v = 2i+7j (b) V=-71-3j (c) = 71+2j 2. The sum of the series (Σ (-1)") is equal to: (a) 4 που (b) 3 (c) 5/4 (d) 1/2 2. 3. The angle between the diagonals of the rectangular whose vertices A(1,0), B(0,3), C(3,4), and D(4,1) is equal to (a) 30° (b) 90° (c) 45° (d) 120° 22. Find the convergence interval of the following series, and test the convergence boundary. (1+)"x" n=1 n
Transcribed Image Text:= i+ ②. The sum of the series (Σ(-1)" 1. Choose the correct answer, and prove the correct solution: 1. One of the following vectors is a unit vector that makes an angle of (2π/3) with the positiv x-axis. (a)+(b) (c) = (d) (d) = 2 2 2 (Σ(-1) is 2is equal to: 1 c. 65, sino (b) 2/3 (a) 5 joule (b) 20 joule (a) 2 3. The work done by the force F=5i to move an object from the point (-1,-1) to the point (3, 4) is equal to (d) 15 joule - 20.0 (c) 3/2 (d) 3 (c) 35 joule 1. One of the following vectors is parallel to the line whose equation is x-2=3, y-2==0) (a) = -i+2j-2k (b) V=1+2j-k (c) V = -i+j-2k (d) v = 2i+2j+k 2. The line (x=21+ 1,3 = 3+1, +4) intersects the yz plane at the point: (a) (0,0,7) (b) (0,5/2,9/2) (c) (0,7/2,0) 3. The curvature of the curve x² + y² = 36, is equal (a) 36 (b) 6 (d) (7/2,7/2,7/2) (c) 1/6 (d) √6 4. Given (f(x, y) = tan" (y/x)), then af lay is equal (a)x+y (b) + (c) -y (d) 11 1/x (d) = 71+3) 1. One of the following vectors is parallel to the: (3x-7y+2 (a) v = 2i+7j (b) V=-71-3j (c) = 71+2j 2. The sum of the series (Σ (-1)") is equal to: (a) 4 που (b) 3 (c) 5/4 (d) 1/2 2. 3. The angle between the diagonals of the rectangular whose vertices A(1,0), B(0,3), C(3,4), and D(4,1) is equal to (a) 30° (b) 90° (c) 45° (d) 120° 22. Find the convergence interval of the following series, and test the convergence boundary. (1+)"x" n=1 n
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