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Consider the diagram below and choose the correct statement/s:

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Consider the diagram below and choose the correct statement/s:

Image failed to load: Vector diagram showing F perpendicular

$\cos( \theta) = \frac{ | \vec{F}_{\perp} | }{ | \vec{F} |}$ \cos( \theta) = \frac{ | \vec{F}_{\perp} | }{ | \vec{F} |}

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$|\vec{F}_{\perp}| = |\vec{F}|\sin(\theta)$ |\vec{F}_{\perp}| = |\vec{F}|\sin(\theta)

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$|\vec{F}_{\perp}| = |\vec{F}|\cos(\theta)$ |\vec{F}_{\perp}| = |\vec{F}|\cos(\theta)

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$\cos( \phi) = \frac{ | \vec{F}_{\perp} | }{ | \vec{F} |}$ \cos( \phi) = \frac{ | \vec{F}_{\perp} | }{ | \vec{F} |}

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