Let $w_{1} =$	6/7
Let $w_{2} =$	1/7
$T C_{L} = b_{L} q_{i} + β_{L} q_{L}$		$T C_{K} = b_{K} q_{i} + β_{K} q_{K}$
$T C_{L} = 31.2 q_{i} + 4.8 \times 0.9$		$T C_{K} = 24 q_{i} + 12 \times 0.72$
$V C_{L} =$	$31.20 per ton	$V C_{K} =$	$24.00 per ton
$F C_{L} =$	$4.32 plant per cycle	$F C_{K} =$	$8.64 plant per cycle
$q_{L} =$	0.90 tons per cycle	$q_{K} =$	0.72 tons per cycle
Let $P_{B 1} = V C_{L} + 3.00 =$	$34.20 per ton	Let $P_{B 1} = V C_{K} + 2.00 =$	$26.00 per ton
$Q_{1} = B_{1}$	32.00 tons	$Q_{1} = B_{1}$	46.00 tons
Let $P_{B 2} =$	$56.00 per ton	Let $P_{B 2} =$	$100.00 per ton
Let $Q_{2} = B_{2}$	63.00 tons	Let $Q_{2} = B_{2}$	66.00 tons
$n_{L} = Q_{2} / q_{L}$	70.00 plants	$n_{K} = Q_{2} / q_{K}$	91.67 plants
$P_{1} Q_{1} w_{1} + P_{2} Q_{2} w_{2} =$	$1442.06 per cycle	$P_{1} Q_{1} w_{1} + P_{2} Q_{2} w_{2} =$	$1968.00 per cycle
$V C_{L} (Q_{1} w_{1} + Q_{2} w_{2}) =$	$1136.57 per cycle	$V C_{K} (Q_{1} w_{1} + Q_{2} w_{2}) =$	$1172.57 per cycle
$F C_{L} n_{L} =$	$302.40 per cycle	$F C_{K} n_{K} =$	$792.00 per cycle
$E (π) =$	$3.09 per cycle	$E (π) =$	$3.43 per cycle
$P_{B 2} - P_{B 1} =$	$21.80 per ton	$P_{B 2} - P_{B 1} =$	$74.00 per ton
$Q_{B 2} - Q_{B 1} =$	31.00 tons	$Q_{B 2} - Q_{B 1} =$	20.00 tons