Some Terms of Vector

A measurable quantity that defines the laws of physics is known as physical quantity. 

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Vector and Scalar Product

The sum of more than two vectors is obtained in accordance with the polygon law of addition which...}

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Gradient and Divergence

If \(\vec F (x, y, z)\) represents a vector field i.e. if \(\vec f\) be a continuous differential...}

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Curl and Gauss Divergence Theorem

If \(\vec F \) represents a vector field the quantity

$$\hat i \times \frac {\partial \vec...}

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Green’s Theorem

Green’s theorem in a plane is a special case of Stroke’ theorem which states “...}

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Stroke's Theorem

Stroke’s theorem states that, “If \(\vec F\) and its derivative are continuous, the l...}

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Orthogonal Curvilinear Coordinates

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