Q1. Choose the correct answer, and prove the correct solution: 1. One of the following vectors is parallel to the: (3x-7y+2 = 0) (a) v = 2i+7j (b) V=-7i-3j (c) V = 7i+2j 2. The sum of the series ((-1)") is equal to: (a) 4 ло (b) 3 (c) 5/4 (d) V = 71+3) (d) 1/2 い 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° 1. The line through the point (2,4,5) perpendicular to the plane 3x + 7y5z = 21is given as: (a)x3t, y 7t, z = −5t (c) x = 2 + 3t, y=4+7t, z=5-5t = (b)x3+t, y = 7+1, z=t-5 (d) x2+3t, y=4-7t, z = 5+ 5t 2. Given (f(x, y) = e* siny + y cos x), then (0²//ax²) is equal to ......... (a) e* sin y − y cosx (b) e*siny+ycosx (c) e* (d) e* siny + cosx 3. By divergent test, the limit of the series whose a„ term (a„ = (1-²)") is equal to (a) 2" (b) e-2 (c) 0 (d) -1 4. The speed of a point moving on the curve R(t) = (t)i + (In cos t)j is equal to (a) (sect) i (b) sect (c) (cost) i (d) (sint) i

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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Q1. Choose the correct answer, and prove the correct solution:
1. One of the following vectors is parallel to the: (3x-7y+2 = 0)
(a) v = 2i+7j
(b) V=-7i-3j
(c) V = 7i+2j
2. The sum of the series ((-1)") is equal to:
(a)
4
ло
(b) 3
(c) 5/4
(d) V = 71+3)
(d) 1/2
い
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°
1. The line through the point (2,4,5) perpendicular to the plane 3x + 7y5z = 21is
given as:
(a)x3t, y 7t, z = −5t
(c) x = 2 + 3t, y=4+7t, z=5-5t
=
(b)x3+t, y = 7+1, z=t-5
(d) x2+3t, y=4-7t, z = 5+ 5t
2. Given (f(x, y) = e* siny + y cos x), then (0²//ax²) is equal to .........
(a) e* sin y − y cosx (b) e*siny+ycosx (c) e* (d) e* siny + cosx
3. By divergent test, the limit of the series whose a„ term (a„ = (1-²)") is equal to
(a) 2"
(b) e-2
(c) 0
(d) -1
4. The speed of a point moving on the curve R(t) = (t)i + (In cos t)j is equal to
(a) (sect) i
(b) sect
(c) (cost) i
(d) (sint) i
Transcribed Image Text:Q1. Choose the correct answer, and prove the correct solution: 1. One of the following vectors is parallel to the: (3x-7y+2 = 0) (a) v = 2i+7j (b) V=-7i-3j (c) V = 7i+2j 2. The sum of the series ((-1)") is equal to: (a) 4 ло (b) 3 (c) 5/4 (d) V = 71+3) (d) 1/2 い 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° 1. The line through the point (2,4,5) perpendicular to the plane 3x + 7y5z = 21is given as: (a)x3t, y 7t, z = −5t (c) x = 2 + 3t, y=4+7t, z=5-5t = (b)x3+t, y = 7+1, z=t-5 (d) x2+3t, y=4-7t, z = 5+ 5t 2. Given (f(x, y) = e* siny + y cos x), then (0²//ax²) is equal to ......... (a) e* sin y − y cosx (b) e*siny+ycosx (c) e* (d) e* siny + cosx 3. By divergent test, the limit of the series whose a„ term (a„ = (1-²)") is equal to (a) 2" (b) e-2 (c) 0 (d) -1 4. The speed of a point moving on the curve R(t) = (t)i + (In cos t)j is equal to (a) (sect) i (b) sect (c) (cost) i (d) (sint) i
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