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<math>{F_R}^2 = {F_V}^2 + {F_H}^2</math>
<math>F_R = \sqrt{6^2 + 8^2}</math>
<math>F_R = \sqrt{100}</math>
<math>F_R = 10N</math>
The [[angle]] from the [[horizontal]] can be found using [[Trigonometry]].
<math>\tanθ = \frac{Opposite}{Adjacent}</math>
<math>\tanθ = \frac{6}{8}</math>
<math>θ = 36.9</math>
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