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Explain cross product of vectors....

Explain cross product of vectors.

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Explain dot product of vectors.

Prove, analytically that the vector representing cross product of two vectors is perpendicular to either of them.

State the rule used to determine the direction of cross product of two vectors

State the concept of cross product of two vectors. How one obtains it's direction?

Obtain expression for cross product of two vectors in terms of their rectangular components.

Obtain an expression for cross product of two vector in terms of their rectangular component form.

Cross product of two vectors is a _____quantity.

Prove that magnitude of cross product of two vectors is equal to the area of the parallelogram with those two sides as vectors.

MBD PUBLICATION-VECTOR ANALYSIS-QUESTION BANK
  1. Can the component of a vector ever be more than the vector it self ? E...

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  2. Expalin direction cosine of a vector ?

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  3. Explain cross product of vectors.

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  4. The rectangular components of two equal vectors must be equal to each ...

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  5. state polyogn law of vector addition ?

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  6. State triangle's law of vector addition

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  7. Show that the dot product two equal vector is equal to the square of m...

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  8. Expalin the statement that " vector addition is commutative".

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  9. Explain with illustraions motions in one,two and three dimension.

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  10. Explain various types of motion.

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  11. Vector addition is commutative and associative explain.

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  12. State and prove Lami's theorem.

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  13. Find out the magnitude between two points in space p(x1,y1,z1) and Q(x...

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  14. State and explain the law of parallelogram of forces. Find the directi...

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  15. Obtain expression for cross product of two vectors in terms of their r...

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  16. Prove that magnitude of cross product of two vectors is equal to the a...

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  17. Describe the characterstics of a null vector.

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  18. Explain graphically the polygon law of vector addition .

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  19. Show that vector addition is commutative in nature.

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  20. How one finds the difference between two vectors ?

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