In $\Delta JKL$, $JK=17.3$ cm and $\angle JLK=90{}^\circ $. $C$ lies on $KJ$ such that&nbs

Question

In $\Delta JKL$, $JK=17.3$ cm and $\angle JLK=90{}^\circ $. $C$ lies on $KJ$ such that $LC=7.6$ cm and $\angle KCL=42{}^\circ $. Find $\angle KJL$, the length of $CJ$.

Accepted Answer

(i) $23.3^\circ$ (ii) $8.29\text{ cm}$

Trigonometry in Triangle \(JKL\) with Point \(C\) on \(JK\)

Trigonometry in Triangle \(JKL\) with Point \(C\) on \(JK\)

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