if a vector A makes an angle 0 degree with x-axis then its component is?
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Answered by
2
Answer:
The component is A i.
Explanation:
- Since the vector makes an angle 0 degrees with the x-axis, it means that vector A is along the x axis
- Vector A only has the horizontal component.
- An item with both magnitude and direction is referred to be a vector.
- A vector can be visualised geometrically as a directed line segment, with an arrow pointing in the direction and a length equal to the magnitude of the vector.
- The vector points in a direction from its tail to its head.
- In mathematics and physics, the term "vector" is used informally to describe certain quantities that cannot be described by a single number or by a set of vector space elements.
- Resolution of a vector is the division of a single vector into two or more vectors that, when combined, provide an impact similar to that of the original vector.
- Component vectors are the new vectors created following splitting.
The component is only along the horizontal axis.
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Answered by
0
Vector A most effective has the horizontal factor.
Explanation:
- Since the vector makes a perspective of 0 ranges with the x-axis, it is a method that vector A is alongside the x-axis.
- Vector A simplest has the horizontal component.
- An object with each significance and path is cited be a vector.
- A vector may be visualized geometrically as a directed line segment, with an arrow pointing withinside the path and a duration same to the significance of the vector.
- The vector points in a path from its tail to its head.
- In arithmetic and physics, the term "vector" is used informally to explain positive portions that can not be defined via way of means of a single range or via way of means of hard and fast vector area elements.
- Resolution of a vector is the department of a single vector into or extra vectors that, whilst combined, offer an effect much like that of the unique vector.
- Component vectors are the brand new vectors created following splitting.
- The factor is simplest alongside the horizontal axis.
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