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Vectors A and B have equal magnitudes of 5.00. If the sum of A and B is the vector 6.00ˆj, determine the angle between A and B. View Answer The two vectors A and B are drawn from a common point, and C = 1 + B. (a) Show that if C2 = A2 +. Two vectors a and b have precisely equal magnitudes..that if C2 < A2 + B2, the angle between the vectors A and B is greater than 90".Two vectors A and B have precisely equal magnitudes. For the magnitude of A + B to be larger than the magnitude of A − B by the factor n, what must be the angle between them. closeThe result of two vectors a and b is perpendicular to vector 'a' and its magnitude is equal to half of the magnitude of vector 'b'. The angle between vector a and b is? Figure given above explains the answer. 19.8K viewsTwo vectors A and B have precisely equal magnitudes. For the magnitude of A+B to be larger than the magnitude of A - B by a factor n,) what must be the angle between them ?Vectors A and B have equal magnitudes of 5.00. If the sum of A and B is the vector 6.00ˆj, determine the angle between A and B. View Answer. The two vectors A and B are drawn from a common point, and C = 1 + B. (a) Show that if C2 = A2 +..that if C2 < A2 + B2, the angle between the vectors A and B is greater than 90". Two vectors a and b have precisely equal magnitudes.

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