Vector and Scalar Product Quiz

What are similarities between the scalar product and vector product?

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What differences between the scalar product and vector product?

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What are the properties of vector product?

• Opposite direction to the two original vectors

• Has the same magnitude as the two original vectors

• Parallel to the two original vectors

• Perpendicular to the two original vectors

You can use the scalar product to find the angle between two vectors

• True

• False

You can use the vector product to find the angle between vectors.

• True

• False

You can find the vector product of 2D vectors

• True

• False

• Don't know

State one property of vector product.

• The vector product is not commutative, meaning A x B does not equal B x A.

• The vector product is always equal to the scalar product

• The vector product is always equal to the dot product

• The vector product is associative, meaning (A x B) x C = A x (B x C)

State one property of scalar product.

• The scalar product is commutative, meaning A · B = B · A.

• The scalar product is always equal to the product of the magnitudes of the two vectors.

• The scalar product is always equal to the magnitude of one of the vectors.

• The scalar product is always equal to the sum of the two vectors.

Explain the difference between vector product and scalar product.

• The vector product and scalar product both result in a scalar.

• The vector product results in a scalar, while the scalar product results in a vector.

• The vector product results in a vector, while the scalar product results in a scalar.

• The vector product and scalar product are the same thing.