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If the horizontal and vertical components of a force are negative, then that force is acting in between -

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Question

If the horizontal and vertical components of a force are negative, then that force is acting in between

Options

  • North and East

  • North and West

  • South and West

  • South and East

MCQ

Solution

South and West

Explanation:


Angle = `pi + theta`

Horizontal component = `|vecF| cos (pi + theta)`

= `- |vecF| cos theta` (Negative)

Vertical component = `|vecF| sin (pi + theta)`

= `- |vecF| cos theta` (Negative)

Hence, force is acting in between south and west.

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