2020 NOV Afternoon P1 Q2

2020 NOV Afternoon P1 Q2

6 marks

The following diagram shows a triangle \(\mathrm{ABC}\).

\(\mathrm{AC} = 15\) cm, \(\mathrm{BC} = 10\) cm, and \(\mathrm{A\hat{B}C} = \theta\).
Let \(\sin{\mathrm{C\hat{A}B}} = \frac{\sqrt{3}}{3}\).

  1. Given that \(\mathrm{A\hat{B}C}\) is acute, find \(\sin{\theta}\).

    [3]
  2. Find \(\cos{(2 \times \mathrm{C\hat{A}B})}\).

    [3]

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