2026 NASS P1 Q22

2026 NASS P1 Q22

Secondary 4
4 marks

In triangle \(MNR\), point \(M\) is \((-3,0)\) and angle \(NMR=p^\circ\).

\(Q\) is a point on the negative \(x\)-axis and \(\sin p^\circ=\dfrac5{13}\).

  1. Express as a fraction
    1. \(\cos(180^\circ-p^\circ)\),[1]
    2. \(\tan p^\circ\).[1]
  2. The area of triangle MNR is 50 square units.
    Find the coordinates of \(R\).[2]

Solution:

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Answer:(a)(i) \(-\dfrac{12}{13}\) (ii) \(\dfrac5{12}\). (b) \((17,0)\).

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