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Trigonometry: Non- 90^(@) Triangles: Sine Law - Calculate the indicated side or angle: Find KP A) 17.1ft B) 11ft C) 14ft D) 15ft

Trigonometry: Non- 90∘ 90^{\circ} Triangles: Sine Law - Calculate the indicated side or angle: Find KP\newlineA) 17.1ft 17.1 \mathrm{ft} \newlineB) 11ft 11 \mathrm{ft} \newlineC) 14ft 14 \mathrm{ft} \newlineD) 15ft 15 \mathrm{ft}

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Sin, cos, and tan of special anglesright chevron icon

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Q. Trigonometry: Non- 90∘ 90^{\circ} Triangles: Sine Law - Calculate the indicated side or angle: Find KP\newlineA) 17.1ft 17.1 \mathrm{ft} \newlineB) 11ft 11 \mathrm{ft} \newlineC) 14ft 14 \mathrm{ft} \newlineD) 15ft 15 \mathrm{ft}
  1. Use Sine Law: We need to use the Sine Law, which is sin⁡(A)a=sin⁡(B)b=sin⁡(C)c\frac{\sin(A)}{a} = \frac{\sin(B)}{b} = \frac{\sin(C)}{c}, where AA, BB, and CC are angles and aa, bb, and cc are the sides opposite those angles.
  2. Identify Given Information: First, we need to identify the given angles and sides in the problem. We're missing this information, so we can't proceed with the calculation.

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