44. The dot product is used to determine theI.angle between two vectors.I.projection of a vector in a specified direction.II.moment of a force.I onlyO Il only1&|IIll only45. What is a position vector?A vector represented by a line segment beginning at the origin of an orthogonal coordinate system.O A vector with its position defined in the orthogonal coordinate system.A vector whose arrow is pointing to the right in the orthogonal coordinate system.A vector whose line segment ends at the origin of the orthogonal coordinate system.46. The scalar product is useful for:determining the weight of falling object.angle between two vectors.resultant of two vectors.O vector product of two vectors, 40. The moment of force is zero whenthe applied force is zero.the force is applied at the moment axis.the line of action of the force is parallel to the axis.all of these41. What is a scalar product?Product of two scalar quantities.Product of two vector quantities that leads to another vector quantity.Product of two vector quantities that leads to a scalar quantity.Product of two vector quantities regardless whether it will come out scalar or vector quantity.42. The Laws of Operation in the dot product could be:I.Commutative LawI.Multiplication by a scalarII.Distributive LawO 1&IIO 1& IIIl & IIO L I, & II

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Consider vectrs A= 3t 2+ 6oê and É- Bxî- 139 -3û. Bx is unknown. a) If the z- comporent of The vector A XB equals O, what is the value of Bx? b) Calulate the dot product of vegors c) Calalate the angle betwen the z-axis and Vector Á. betwoen the Z-axis and ->
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Why did you use Tan for the direction? and by chance could you draw a diagram of what this would look like? Like the particle and those two torques
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pls also answer how to get the angle between them
A. less than initial angular momentum before the person moves B. same as initial angular momentum before the person moves C. greater than initial angular momentum before the person moves

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44. The dot product is used to determine the I. angle between two vectors. I. projection of a vector in a specified direction. II. moment of a force.