\(q_x^{‘\left( d \right)} = 0,2\) dan \(q_x^{‘\left( w \right)} = 0,4\)
Rumus yang digunakan
\(q_x^{\left( d \right)} = q_x^{‘\left( d \right)}\left( {1 – \frac{1}{2}q_x^{‘\left( w \right)}} \right){\rm{ }}\) dan \(q_x^{\left( w \right)} = q_x^{‘\left( w \right)}\left( {1 – \frac{1}{2}q_x^{‘\left( d \right)}} \right)\)
\(q_x^{\left( \tau \right)} = q_x^{\left( d \right)} + q_x^{\left( w \right)}\)
Proses pengerjaan
\(q_x^{\left( d \right)} = q_x^{‘\left( d \right)}\left( {1 – \frac{1}{2}q_x^{‘\left( w \right)}} \right)\)
\(= 0,2\left( {1 – \frac{{0,4}}{2}} \right)\)
\(= 0,16\)
\(q_x^{\left( w \right)} = q_x^{‘\left( w \right)}\left( {1 – \frac{1}{2}q_x^{‘\left( d \right)}} \right)\)
\(= 0,4\left( {1 – \frac{{0,2}}{2}} \right)\)
\(= 0,36\)
\(q_x^{\left( \tau \right)} = q_x^{\left( d \right)} + q_x^{\left( w \right)}\)
\(= 0,16 + 0,36\)
\(= 0,52\)