What is the angle between the two vectors A and B?

So, the angle between two vectors a and b is θ = 64.94º .

What is the angle between two vectors a B and AXB?

Given ; two vectors A and B. lies in the same plane where A and B lie (since they are non-parallel so they define a plane and cross product between them is not zero.) So,the angle between (A+B) and (A×B) is 90°.

What is the angle between the vectors a 2i 2j and B 3j?

The answer will be 90 degrees.

What is the angle between A and B if a B AB?

If A+B=A-B what is the angle between A and B? – Quora. I assume the question means |A+B|=|A-B| where A and B are non-zero vectors. Its 90 degrees.

What is the angle between A and B and B and A?

Originally Answered: What is the angle between a*b and b*a if a and b are vectors? Both a x b and b x a are perpendicular to the plane containing the vectors a and b, but one points above the plane and the other below the plane. Thus the angle between them is 180 degrees.

What is the angle between p q and Pxq?

Therefore, vector (P X Q) must be perpendicular to the vector (P + Q). So, angle between them shall be 90°.

What is the angle between 3 A and A What is the ratio of magnitude of two vectors?

According to the question, the two vectors 3a and -5a have opposite signs. So it can be said that they are in the opposite direction of each other. Hence, the ratio of the magnitude of both the vectors is 0.6.

How do you find the angle between a vector and B?

Let vector A = a ; vector B = b. a+b = a-b, 2b = 0 (null vector). Hence b is a null vector and a is any possible vector. The catch is that the null vector doesn’t have a well defined direction, and hence you cannot find the angle between a and b.

When do vector A and B are linearly dependent?

In other words, vector a and b are linearly dependent. For more details, see below. The question is a special case of the triangle inequality of an inner product (vector) space. The equality holds only when vector a and b are linearly dependent, or when the angle between the two vectors, vector a and b are 0 or 180 degrees.

What is the angle between a*B and B*?

Ans: A*B=- (B*A) where A and B are two vectors and “*” represents cross product. From the above equation it is clear that angle between them is 180 degree. , former EE Designed Specialized Computers for 33 Years.

How do you find the direction of rotation of a vector?

A X B = | A| | B| sin k, where k is the angle between the two vectors. The angle is rotated from vector A to vector B in the direction that makes k < 180 degrees if k is a counterclockwise angle sin k is +, the vector A x B will pointing upwards.