on subtituting the rupected valuej in the above relation we get: R= 2 cos ST + asın i5 +4 cos 25i + 4 sin 253 + G cos 01 -G sin 805 = 1.9319 +3. 6259 + 1-041 t 0.5179 + 1.6909 -5.908 J = 6.5 977 -3.701 Magnitude of vector is given by- The direction of vector is given by-

Physics for Scientists and Engineers, Technology Update (No access codes included)
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ISBN:9781305116399
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter3: Vectors
Section: Chapter Questions
Problem 3.41P: Express in unit-vector notation the following vectors, each of which has magnitude 17.0 cm. (a)...
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PLEASE ANSWER THE MAGNITUDE OF VECTOR AND THE DIRECTION OF VECTOR. ASAP.
on subtituting the respected valuej in the above relation we get:
R= 2 cos ST + asın i53 +4 cos 25T + 4sin 253 +
6 cos 809 -4sin 805
= 1.9319 +3.6257 + 1-041 t 0.517ŷ + 1.690$ -5.908 ĵ
= 6.5 97î -3.701
Magnitude of vector is given by-
The direction of vector is given by-
Thus, the resultant of the three vectors is 7.564m, 29.29°
from the negative x-axis.
Transcribed Image Text:on subtituting the respected valuej in the above relation we get: R= 2 cos ST + asın i53 +4 cos 25T + 4sin 253 + 6 cos 809 -4sin 805 = 1.9319 +3.6257 + 1-041 t 0.517ŷ + 1.690$ -5.908 ĵ = 6.5 97î -3.701 Magnitude of vector is given by- The direction of vector is given by- Thus, the resultant of the three vectors is 7.564m, 29.29° from the negative x-axis.
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