The vector C is the sum of vectors A and B. Assume that vector Bis horizontal. Given that a =29 degrees and B= 25 degrees and themagnitude of B= 29 m, find the magnitudes and directions of vectorsA and C.
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Given two vectorsa ?=5.00 x ^-12.00 y ^+ 2.00 z ^b ?=-3.00 x ^+ 1.00 y ^ -2.00 z ^find the sum, the difference, the inner product and the vectorcross product of the vectors a ? and b ? in terms of componentsunit vector form. Express the sum of the two vectors in magnitudeand direction form.
Vector A has a magnitude of 11 units at a direction of 225 degrees, and vector B has a magnitude of 29 units at a direction of 280 degrees, both measured with respect to the positive x axis. What is the magnitude of the vector sum A and B? What is the x component of the vector sum? what is the y component of the vector sum? what is the magnitude of the vector C=A-B? what is the x component of this vector? what is the y component of this vector?
Six vectors have the magnitudes and directions indicated in the figure.
Rank the vector combinations on the basis of their magnitude.
(a) a+e
(b) d
(c) a+b
(d) a+c
(e) a+d
(f) f+c
