Question

The angle between rectangular component of vector is: a) 45° b) 90° c) 60° d) 180°

Answer 1

Answer:

b) 90° is your answer mate

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Answer 2

Answer:

The correct answer is b) 90°

Explanation :

• The angle between the tails of two vectors defines the distance between them. Either the cross product or the dot product (scalar product) can be used to find it (vector product).
• The angle between two vectors always ranges from 0° to 180°, as you should be aware of. Resolution of a vector refers to the act of separating a vector.
• To put it another way, it would involve figuring out how a vector will behave in a specific direction.
• The components of the vector are the pieces that remain after the vector has been divided. These components are the rectangular components of a vector.
• These are referred to be rectangular components if they are perpendicular to one another.
• The parts of a vector that may be reduced into rectangles are known as rectangular components of the vector.
• In an orthogonal coordinate system, and the axes are at a 90° angle. Consequently, the vector's rectangular components are at a 90° angle.

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