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1 mark

The projection of a vector on another vector is:

  1. A
    Scalar
  2. B
    Vector
  3. C
    Neither vector nor scalar
  4. D
    Either vector or scalar

Solution & Step-by-step Explanation

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The projection of a vector on is given by the formula:

Since the dot product is a scalar and the magnitude is a scalar, the resulting projection (often called the scalar projection or component) is a scalar quantity. Note: While "vector projection" results in a vector, in general mathematical contexts of this level, "projection of a vector on another" refers to the scalar magnitude of that projection.

Practice this question

Try it yourself before checking the explanation above.

The projection of a vector on another vector is:
A
Scalar
B
Vector
C
Neither vector nor scalar
D
Either vector or scalar

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