ผลการวิเคราะห์อัตราผลตอบแทนจากการลงทุน ( Return on Investment : ROI)หมายถึง อัตราผลตอบแทนจากการลงทุน ที่จะเปรียบเทียบระหว่าง เงินลงทุน กับกำไร ที่ได้จากการลงทุน สามารถคำนวณได้จากสูตร ดังนี้
![](data:image/png;base64,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)
การคำนวณอัตราผลตอบแทนจากการลงทุน ของการผลิตชาเมี่ยงในพื้นที่หมู่บ้านแม่ลัว ตำบลป่าแดง อำเภอเมือง จังหวัดแพร่ บ้านป่าชาเมี่ยง ตำบลแจ้ซ้อน อำเภอเมืองปาน จังหวัดลำปาง และบ้านแม่เหล่า ตำบลเมืองก๋าย อำเภอแม่แตง จังหวัดเชียงใหม่ ตามลำดับดังนี้
ตารางที่ 58 แสดงอัตราผลตอบแทนจากการลงทุนของกลุ่มตัวอย่างจังหวัดแพร่ (กลุ่มตัวอย่างที่ 1-3) ลำปาง (กลุ่มตัวอย่างที่ 4-5) และเชียงใหม่ (กลุ่มตัวอย่างที่ 6-8)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
จากการตารางที่ 58 แสดงการคำนวณอัตราผลตอบแทนจากการลงทุนของ กลุ่มตัวอย่างทั้ง 3 จังหวัด พบว่า กลุ่มตัวอย่างที่ 4 มีอัตรากำไรผลตอบแทนมากที่สุด เท่ากับ 4,782.18 ซึ่งมีผลมากกว่า 100% แสดงว่า การลงทุนในครั้งนี้คุ้มค่าต่อการลงทุน และจากการคำนวณผลตอบแทนจากการลงทุน ของกลุ่มตัวอย่างที่ 2 มีอัตราผลตอบแทนการลงทุนน้อยที่สุด เท่ากับ 46.84 ซึ่งมีผลน้อยกว่า 100% แสดงว่าการลงทุนในครั้งนี้ไม่คุ้มค่าต่อการลงทุน
กลุ่มตัวอย่างที่คุ้มค่าในการลงทุน ได้แก่ กลุ่มตัวอย่างที่ 4 กลุ่มตัวอย่างที่ 5 กลุ่มตัวอย่างที่ 3 กลุ่มตัวอย่างที่ 1 กลุ่มตัวอย่างที่ 8 และกลุ่มตัวอย่างที่ 7 ซึ่งมีผลมากกว่า 100 % คุ้มค่าต่อการลงทุนในส่วนของกลุ่มตัวอย่างที่ 6 และกลุ่มตัวอย่างที่ 2 มีผลน้อยกว่า 100 % ไม่คุ้มค่าต่อการลงทุน
จุดคุ้มทุน (Break Even Point)
จุดคุ้มทุน (Break Even Point) หมายถึง จุดขายแสดงในรูปปริมาณหน่วยขายหรือราคาขาย ณ จุดที่ไม่เกิดกำไรหรือขาดทุน หากพิจารณาจะพบว่า ณ จุดคุ้มทุน คือ การที่กิจการจะต้องขาย เพื่อให้ยอดขาย ณ จุดดังกล่าวครอบคลุมทั้งต้นทุนผันแปรที่เกิดขึ้นทุกๆ หน่วยที่ขาย และขายด้วยปริมาณมากพอที่กำไรเกิดขึ้นแต่ละหน่วย เมื่อรวมกันแล้วมีมูลค่าเท่ากับต้นทุนคงที่ทั้งหมด จึงทำให้เกิดการเสมอตัว ไม่ขาดทุนหรือกำไร
![](data:image/png;base64,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)
การคำนวณจุดคุ้มทุน ในพื้นที่หมู่บ้านแม่ลัว ตำบลป่าแดง อำเภอเมือง จังหวัดแพร่ บ้านป่าชาเมี่ยง ตำบลแจ้ซ้อน อำเภอเมืองปาน จังหวัดลำปาง และบ้านแม่เหล่า ตำบลเมืองก๋าย อำเภอแม่แตง จังหวัดเชียงใหม่ เนื่องจากมีความแตกต่างกันในด้านต้นทุนคงที่ ราคาขาย และต้นทุนผันแปรจึงจำแสดงผลแยกรายตัวอย่างเพื่อให้เห็นความชัดเจนของผลลัพธ์ของจุดคุ้มทุนได้ตามลำดับดังนี้
ตารางที่ 59 แสดงการคำนวณจุดคุ้มทุนการผลิตชาเมี่ยงของกลุ่มตัวอย่าง ในพื้นที่จังหวัด แพร่ กลุ่มตัวอย่างที่ 1
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtIAAAEyCAYAAADXxje1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACpnSURBVHhe7d39q1Vl/v/x63x/N/Pmp6aJUIOJCqPUGcoCA82cCAczdZQIiiyLwGrMtJBIa9RMkNKMBiSq0VQ+Eo2jBgmjRaVJMkUDpgxO9ZNm1h/g1+d11nVcZ7nvzuU5nn2Ozwdszl43e93ttc96rWu/19odZ84KkiRJknrk/xV/JUmSJPWAQVqSJEnKYJCWJEmSMhikJUmSpAwGaUmSJCmDQVqSJEnKYJCWJEmSMhikJUmSpAwGaUmSJCmDQVqSJEnKYJCWJEmSMhikJUmSpAwGaUmSJCmDQVqSJEnKYJCWJEmSMnScOat43nY6OjqKZ5IkSRrM2jiS1tX2QXogblRJkiS1bqBmPks7JEmSpAwGaUmSJCmDQVqSJEnKYJCWJEmSMhikJUmSpAwGaUmSJCmDQVqSJEnKYJCWJEmSMhikJbWl/fv3h/Hjx8eb9I8ZMybs3LmzGNLcxo0b42uYRhnToH+a5qpVq4ohnU6ePBmWLl0ahg8fHsdZsGBB7CdJUi0GaUlthwC8cOHCsHbt2vhLV3v27AnLli0rhtZH6J06dWq47rrrwtGjR4u+nZjmvHnzwqZNm7qmuXXr1rB58+ZijBDmzp0bhg4dGo4cORLHufrqq8O2bduKoZIkdWeQltR2vvnmm7Bly5YwceLE2D1q1Kj4t1nrMEF45cqVXa8r+/TTT8PixYu7TZOgTrAG077jjjvCokWLwogRI2K/66+/Phw/fjw+lySpyiAtqe3Mnz+/KzyDEospU6Z0BdxaaFkmCI8dO7bo093p06fjo+yXX34pnoU4bUJ0cvjw4fDEE0+EBx98sOgjSVJ3BmlJbY0QjRUrVsS/9axZs6Zh6L3vvvvChg0bYuCm9Zl6aUo9CMtVhOgZM2aE7du3dwv0kiSVGaQltS0u/Lv99tvD3XffHZ8TcGtJFyY2arGmpfqDDz4Ic+bMCSNHjowhev369WHatGnFGJ2YBxcrUvLx2WefnXdBoiRJiUFaagEXsHEXh1oPg1bfefLJJ8Ps2bNj2OU5rcS1UP9cr6QjOXbsWFi+fHnYt29fvJBw7969sRW7fLEhrrzyyhiwqaWmxIRykOo4kiTBIC21YNeuXTF81XqU62rVu8otzDznlnW1WqUPHToU79TRCCUilHGkiw0J3lzQmEpHkmqr9l133RV27NhRdEmSdI5BWtKA8cUXXxTPuvv555/Dbbfd1u2bAtCPbxOwe/fu88o4qH+eMGHCefebLuMOIpIk1WKQllpgaUf/o26ZH0qpVcJR6xsDUMbBMAwbNiyWd1QRzq+44oqiqzsuSly9enWYPn160UeSpHMM0lILLO24uAjNqYSDMMvJyiOPPBLWrVsX+4GLC7kAsVWPPvpomDVrVtd0CdXUX9MiTcs0/dMdPUArNSdQBHDGkySpyiAtqS1xYSEt/tdcc02sgf7qq6/OK8348ssvi2fNcfu8mTNndk133LhxsYX73XffjcOHDBkSa6G5owfD+WVFxj9w4EAcLklSVccZmtTaFAezNl48Sf2IFuT333+/6f2lJUntb6BmPlukJQ1IlH/4q4OSpP5kkJY04FC/zA+1+KuDkqT+ZGmHJEmS+pWlHZIkSdIlxCAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVKGjjNnFc/bTkdHR2jjxZMuWXw21Tr/j0lSYwM18xmkJUmS1K8GauaztEOSJEnKYJCWJEmSMhikJUmSpAwGaUmSJCmDQVqSJEnKYJCWJEmSMhikJUmSpAwGaUmSJCmDQVpSn9u5c2cYM2ZMvOE+fzdv3lwM6XT48OEwderUOHz48OFhwYIF4eTJk8XQnqlOa+nSpcWQ2noyb8ZlOONLkmSQltSn9u/fH5YtWxa2b98ef7Vqz549Yc2aNTFcg9A6adKk8Kc//SkOP3LkSOz//PPPx789wbRmzJgRnnjiia5pnTp1qm6Y7sm8Cf8bN24Mw4YNK/pIki51/kS4pD41e/bscP/994dp06YVfTpbqNetWxd27doVg/by5cvj87Kczz9B9/jx42HFihVFn86wPHLkyJrTanXejPfaa6/FML1q1arw8ccfn/caSVK+gZr5bJGW1KcIn7///e+LrnMuv/zy+PeXX345r5Si2t2q+fPnhyeffLLoOqdeK3Kr8164cGF4/fXXiy5JkjoZpCX1uREjRhTPOr399tth+vTp8Tkhm/ILWnqPHTvWVbO8ZMmSOLynqvPatm1bbBWvpZV5cyIwc+bM86YrSZJBWtJFRTA9evRoV7gloFI3/eabb4bRo0eHG2+8MUyZMqVbeUYugvHq1avD008/XfTprpV5b9q0Kdx7771FlyRJ5xikJV006a4Xb731VtGnEy3Af/nLX2J9HCGbVmLGuxCUaHDhITXQo0aNKvqer9m8v/jii4avlyRdugzSki4KQjTBdu/evWHs2LFF3xDLKmgNpr4ZhNb169fHlmJeUwsX/3FhSvlRRoimRIMQXa+sA83mzWPChAlxmCRJVQZpSX0uhWhugVcO0eAOGHfddVfRdc7DDz8cdu/eXXR1N3HixNiCXH4kKUQ/9dRTDUM0ms37119/jX/Lgf2ZZ57p6keglyRdugzSkvoUIZp7NXO7u2qIBnfv+P7774uucw4dOhSuuuqqoqs1KURT59wsRKPZvGsF9pUrV4Y777wzPme4JOnSZZCW1GcItoRoyiXK95Eu4x7T1CSXf6CFkgvKKyZPnhz7tWru3Llh/PjxDS9U5NcL07x6c96SpEuPQVpSn/n888/jxXtz5szpVh6RHiBgv/POO/HXD+nHj6fQIkwtdU9uOUcIpuRiw4YN582HB2UYjFPWW/OWJF2a/GVDSZIk9auBmvlskZYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQltbVjx46F2bNnh46OjjB8+PCwatWqYsg59GMY44wfPz7s3LmzGNKplWlIktRTBmlJbevkyZNhypQpYfr06eHMmTPhyJEj4dChQ+Hw4cPFGJ0heuvWreHgwYNxnLVr14Z58+bF8IxWpiFJUg6DtKS29e2334Z169bF1mSMGDEijB49Ovzwww+xGx9//HEMz6NGjYrdEydODIsXLw7btm2L3a1MQ5KkHAZpSW2LUDxt2rSiK4TNmzeHPXv2dOtHi/Mvv/xSdHU6ffp08ay1aUiSlMMgLWlAIACvWbMm7Nq1q+jT6aGHHgrLli2LddGE6o0bN4YNGzaEe++9txjjnHrTkCQpR8cZigbbFBcGtfHiSbpICMDHjx8Pt9xyS/jnP/8Zbr311m4tytRJP/PMM/E5ZRvbt28PY8eOjd1Js2lIkvrPQM18BmmpBVOnTg27d+8uurpbuXJlWLRoUdGlvkBLM7XNCXfm2LJlS6yL3r9/f1i+fHlYv3597KZl+oknnjgvTDeahiSpfxmk+4BBWlIttEAPHTo0lm9cc8018U4c5ZBM6/OOHTvi33rSNObPn1/0kST1l4Ga+ayRljTgcPs6cEeOCRMmdAvR4A4dtDY3kqYhSVIug7TUAko7OFuu9fDHPS4u7v9MSJ48eXIYMmRI+O6774oh5zAOtdL1lKchSVIug7TUAu7ywFdOtR7WR/cd6p3Lv1JIqcakSZPCkiVLYm0zNdDDhg0LCxYs6PoBFmqmuZPHww8/HLubTUOSpFwGaUlt67LLLou3tkut/5s2bQrvvPNOWLFiRTFG50kOxo0bF8d54IEHwsyZM7tOcFqZhiRJObzYUJIkSf1qoGY+W6QlSZKkDAZpSZIkKYNBWn2Gr2kkSZIGK4O0JEmSlMEgLUmSJGUwSEuSJEkZDNK95ELqgfmVteHDh4fx48eHkydPFn3Ded29iV/j681f5Fu6dGlcB7YDy806SZIkDWYG6Tbw/vvvxx+ImDJlSti2bVvsx6+0nTp1KowYMSJ2tzNC9NChQ8ORI0fiPSBfeOGFMGPGjGKoJEnS4GSQbgNXXXVV8SyE3/72t/EnjmfNmhXWrVtX9G1vL730UnjmmWfCyJEjY6v022+/HZdfkiRpMPOXDdsErbobNmyIrdCjR4+OIXratGnF0IGDUpRvv/02fPrpp2Hr1q3hwIEDxZDGNm7cGE6fPt31s86SJOnSMVAzn0Fa/W7BggVh8+bNYcKECWHXrl1FX0mSdKkYqJnP0o6KnTt3xovleEMpU6CluHrBH62nY8aMiePwl4v20jj85fW8lnBYVr3Ajwvypk6dGsfjdbNnz47zK2NYdV5lTIPXMZwH82YdypgGy8OD2mtQPsK8E6bLcKZB/1oXC9Kf4WkZ6q0rz9OyNMO2vPrqq8PixYuLPpIkSQODQbqEALps2bKwdu3aeFZ08ODBcPTo0fD8888XY3S2nh4/fjzs2bMnjsPf//73v+Gxxx6LwylrIEDy2k2bNsV+tRBCX3755dgC+69//Su+/vXXX4/10imUsjxr1qzpNi/KJdJwQjEX9U2fPj0O58GFfqxDOUyzzOvXr4+PdDFjGdM7dOhQ18WCDzzwQKx5LiN4jxo1Kg5/8803Yz/WlQskeV1aV9brueeeCydOnIgXSvK6RubPn285hyRJGpAM0iUE0JkzZ4Zrr702dhMcCbfl4Err6YoVK+Iw8JeASnAGr6UueNy4cbG7no8++ijcdNNN8TmvZz4Ez8mTJ3eF0q+//jq89dZb3eZFUN6xY0fsZhqMS4t0Ql0143DBX0LNNeGWQH3vvfcWfc/hxODZZ5/tukMI09u9e3d8nkycODGuPy3NnFyAdSXcX3PNNbEbLBPheiDcbUSSJOlCGKRLCMBc8JZal0EgpHaXUgeCLK2ntPamcgvKGih1oDuNz3R++umn2F0P4TWhBZswynRTaAbzGjt2bNHV6bLLLgs///xzfE5rLgG3qjwOWCYCN8tUnn5Saz610HpOi3RSa10J+SyXJEnSYGeQLqHFdcuWLbF1uOrXX3+NfylVmDdvXgymhEpaointqLbgNpNueZdKHx599NHwySefxOc9QfgmzBPkU/1zFS3e99xzT1f9c09QqtHqj6swf7ZHK6FckiRpoDNIl/z444/h4YcfbliWwG3dCKapJZgWXrqblXJU0cr98ccfx+lQesG9mG+99dZiaOu4TR7zX758ec36Z7zyyiuxHpvgn3NXDOqlWwnTlHWw/SRJki4FBukMV155ZfHsnEbhuxYC+HfffRefc7EgLdK5942eM2dOrIGuVf8MWopzyy1Yr3fffTc89NBDTcP06tWr6y6DJEnSYGOQzkCZBOUU9YJluk0c5R6UXKSLFasYxu3uuGsHrcqNEIYZ/7bbbiv6nLNv374YymvVP/cGwjQXPXKHEEo9avniiy/CsGHD+mwZJEmS2o1BOgOhl8f7779f9DmnfJs4Sja4qwUXFhKCucVcFcObhWhQtkH5BnfMuPzyy4u+nS3b7733XlfA5S/dN998c+wG43DHjjQOoZxx7rjjjtjdCuqet2/fHubOnVv06Y5fZHzqqaeKLkmSpMHPIN1Dd955Z9et5O67776i7znl28TNmjUrhljuikEITbfIK+NWda2gZIL5UovNreqSF198Md41Y+TIkXGe6VZ0Tz75ZPwLxgHDGCfVcz/44IPxb6sI09xjuh5u3ddTnHiwTNRh04LP8+qPzkiSJLUjfyJckiRJ/WqgZj5bpC8Qt5/jza/+tLckSZIGN4P0BeLez9Qtf/nll0UfafDj5NFH6w9J0uBkaccFokX6j3/8Y3xuGYokSVLPDYTMV4tBupcM1B1AkiSpvw3UHGVphyRJkpTBIN1LbI2WJEm6tBikJUmSpAwGaUmSJCmDQVqSJEnKYJCWJEmSMhikJUmSpAwGaUmDzsmTJ8OCBQvifUl5zJ49O/YrS8PKj2PHjhVDJUlqziAtadCZO3duGDt2bDhx4kS8NeWkSZPC1KlTi6HnMKz8GDVqVDFEkqTmDNKSBpXDhw/H1uf58+eHESNGxH48x/79++NfSZJ6g0Fa0qBCS/SuXbuKru6GDBlSPJMk6cIZpCUNOqklOqGV+tSpUzFkS5LUWwzSkgY1yjweeuihsG7duqLPOcOHD48XGY4fP96yD0lSjxmkJQ1qjz32WAzK06ZNK/p0huslS5aEI0eOxIsMn3rqqXDPPffElmtJklrVcfYgcqZ43nZoKWrjxZPU5rgFHtavXx//NrJ06dIwdOjQsGjRoqKPJOliGaiZzxZpSYNST0I0CNGnT58uuiRJas4gLWnQIUQfOHCg5RCNQ4cOhRtuuKHokiSpOYO0pEFl1apVMUTXuwUeddCbN2/u+qVDuvnlw6NHj8a/kiS1yiAtaVDZunVrOHjwYBg5cmTXT3+nByGbe0nv2LGja/iMGTPCTTfdVDd4S5JUjxcbSpIkqV8N1Mxni7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtqd8cO3YsjB8/vujq7uTJk2Hp0qVh+PDhoaOjIyxYsCD2K9u5c2cYM2ZMHM5fuhthfrNnz47jM91Vq1YVQ86pTnPz5s3FEEmSujNIS+oXhw8fDlOmTAkHDx4M+/fvL/qeM3fu3DB06NBw5MiRcObMmXD11VeHbdu2FUM7Xz9v3rywadOmOJy/dNeaFgjhzG/69OlxfKZ76NChOJ2E1y5btixs3749jrNnz56wZs2apgFdknRpMkhLuugItS+//HIMrLUw/I477giLFi0KI0aMiP2uv/76cPz48fgcGzduDIsXLw4TJ06M3fxdv359eO2112J31bfffhvWrVsXW6TBdEePHh1++OGH2A1e+8ILL4SxY8fG7lGjRsVuXidJUlXHGZpd2hRfrbbx4knqBXzO9+3b1xWIa6HVeMaMGbGFmHCLqVOnhueee+6817X6f4OSDVqbDxw4UPTpRIhP4R20Rr/99tuWeEhSHxqomc8WaUltLYVoWq9TiL5QKUTv2rWr6HNOOUSDEE05iCRJVQZpSW2LEE0JB/XPn332WbeLAwnVn376adHViYA8bNiwoqs2xqFEZO3ateHVV19tWP/MuEePHu0qB5EkqczSDqkFlBHs3r276Opu5cqVsZZXeRqVdlTLLLiLxw033BCDLXfgGDduXPjggw/ia7lQ8J577okXFDYqw6hOk7uGbNmy5bzWbkL8pEmTwt69e7tqpiVJfcPSDmkQowSAD3ithyG671TLLO66666wY8eO+Jzg+84774QHHngg/gNevnx5vHiwWRlGdZozZ84MH330UdHVKZWTGKIlSY0YpCUNGN98803xrNO0adPCd999F09ouPAQPS3D4BZ4ZeWabEO0JKkRg7TUAko7aPWs9aj1ox7qfZRkrF69umaLM+GXlum33nqr6NMaXkdZx+TJk7u6KefgdneGaElSMwZpqQWWdlxcBFrqnAnPoP6ZkxkuJKy2OHMxYr0WZH69MF1MyN/yhYVMn9C8ZMmSWCbCvOjmXtS0dEuS1IxBWlK/SK38uO2227qeY8iQIbEWeuTIkbH/woULYy1z9Z7PTOP06dPh888/Py9EpxCeXHbZZfFXC9M3CdwJhBrrFStWxOFM49SpU2HOnDld45QfkiRVedcOSZIk9auBmvlskZYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJYkSZIyGKQlSZKkDAZpSZIkKYNBWpIkScpgkJY0IBw7diwMHz48LF26tOgTwqpVq4pnkiRdfAZpSQPCtm3bwgcffBC2bNkSuwnWhw4dis918ezfvz9MnTq16JKkS5tBWtKAcO+994Z77rknTJkyJZw8eTIsWLAgPPvss8VQSZIuPoO0pAHh119/DRMmTIgt0a+++mpYuXJlGDt2bDFUkqSLzyAtaUAgNO/atSs+VqxY0ashOtVfjx8/vujT2W/nzp1Fl3rb5s2bw5gxY0JHR0eYPXt2/JahHt4X3h/eE/C+8BpQJ79x48b4vJbqa9Fo/EsF25sSHbY/3+6k/b3R+9BOWHYeF3t52UZss/K1GpQ7HT58uOjSpcYgLalPcaBLYaZ8sOFA1GpQ5XUp6JYPnNXuXP/5z3/C+vXr4/Q4KOJvf/tb+N///hefX6rYtgRWgkMKvL/88ksxNB+hbc6cOWHcuHHhxIkTsR818LWk/Yf3pzzOzz//HPeLN998M5w+fbro212t17LP7d27Nz6/FPA547PD+1fev/lW54477ghnzpwJd999d1iyZEn45JNPwogRI+Lw3kRQZ/6cPCW8D+Uw2gjLzLIzDU6+eN3NN98cHnjggWKMi4dtdPTo0a5rNbBw4cLimS5FBmlJferzzz+Pdc3vvPNOePnll4u+IR6Ifve73xVdjb3//vvx9UwnBSLC2KlTp3rlwP/73/8+7NixI2zYsCFce+21MYCxfNRlX8rmzp0bpk+fHsMWgXfSpElh3rx5xdB8P/74Y3j00UfjtNk/7r///rphmPd32LBhMYxdf/31sd+6deviX/an9LyWeq99/PHH4/PBjsA5dOjQcOTIkfgevvDCC/E6A05A7rvvvrjNGYf9n5DLNz29jc/SgQMH4v7D+5B8+OGH4YYbbii66uNzTlB966234jrs2bMn9n/ppZfC5MmT+yT4N8J2mzVrVtyvQMhnGSwzu3QZpCX1qd/85jfFsxBGjx4dD4y0bHIwGjVqVDGksauuuqp4FsJvf/vbePDi9Y1CVE9wICQkEu4++uij+JXx9u3bL/pBup2wjXfv3h1bjmkJJGwRwDiZuVATJ06MQYSTF6b79ttvNzxpIbyw74D3hpbIyy+/PAbwyy67LPavp9Zrmf+lgLD5zDPPhJEjR8ZWabbz4sWLY2kLwY/gzPbhhKmv8BlKnyPeB4I15TiE61Se0wgnzgcPHgw33nhj3A/53HMCzbcZ3377bTHWxcN2Yz0eeuihuB7Lly8P7777bjFUl6SzZ3htq80XT1KL/v73v585e/CJn+mzAerMypUriyGtW7JkSXwt02Ba//jHP4ohF+6rr746c/bAfObOO+8888Ybb5w5ceJEMUTJ0aNH4zbnfTh7wlH07R1s+0bSe8O8WY6yffv2NdyfGr22EfaDetNlnky33r7I/sM2YjgPnjfbp5hf+oywvOyTZdVpng2UPdpPWfe0rZh+Gd0M6yvp89WT7VEPy8n/E6bBNrvYmCfbi+3Pcqj3sG8MRAZpSVK/qga7nmgWpHMQ0jhpq7VcKUSn4ElApbuMkJXCYgrAjdaR5ec1KegzbbrLeH35JI/n1fnmYtppfaT+MlAzn6UdkvoMX32mOzPw1XK9XyLkK3fGScPTRWK8pnyBUsK4SBchMg+el1GawHQbYT7UbabaTepF+bqZ/mXV9WD86jiorgdYfl5Df4an16V1AMueXlvdToyfhpUvzqIf6when5avvC3K2yCtK+PwqK4D/crSuOV5orpd0/rxoGwHtbY9F5cxDsuXxqun1rxZ1kb7RBXzSxeo1Vrfeih7uPrqq2MJRC3ffPNNrJ9P5SGpPClNm3WjjvfFF1/sKmvgYsfvvvvuvH00oVaZdUrTok7/bKiOz8HrmP78+fO7yiR4jrQP1FPeDmw7tmkr2yGVYKXtx/PqvJgO25XpMg7zqY7Dvsww3vf0vqV9o9V9jGWpzof1qqq3j1X3hXqvb6TWupb3Q96jNO/q+8y6pO1Sa53Ta3mk5a63bVCenvqfQVpSn+AA8N///jdeTHb2pD1e8ER3rYMmAYJxuAMDqH3kQEVt5KZNm2K/WqjhJaRQp8jznnrsscdi4Ln99tvj/KgX5Udenn/++WKMzvXgFxQJRywjy0TQqgbFWuvBQfG5557rutiLuyRwN5CqGTNmxPHSdtq6dWvXgZIaUUIYw8p3Cijj9dR0Mw7bi7pYvPbaa+GJJ56Iz1knlptxeKDWsiRpfevNM+GAz3tQvatGFfXsbDveq0bjoda82Y9a2SdASFq2bFl8fVpfalur71ktBNRFixYVXedjeLm2n/WnbjwFXC6k5H7nqTt5+OGH6+6j5Yv8CGwsJxcGJiw7t32sZciQIcWz86XtsHbt2rgN2HYE9PL+XQvBbtasWbEGPW0/nqcLFROWk30q7d9PPfVUHCeFQcbls3DixIn4nv7rX/+K4TDdbaOVfYztwfb985//HH766aeu8VmvapistY/V2hfYHnwu0glFCq38TTgBKN8mkXXlfSgvw5o1a7rGafV/EbXhvJ51T/i88qutnLyl5W7186f+Z5CW1Os4kHIA4MCSAkVqmePOGGW07DE+B7LUCkeLHAeccePGxe567rzzznjwKx8AW8U8uYUay0VrG0GFAyWPdJDjQMuFTeXWQv6moFUOFbXWg9vq8fyaa66JB/1bbrnlvLtT8BpCS2rhZHlmzpwZPv3009jN+GwHpst4VSwj8+BiLA7qTId+PGf9pk2bFscjAJQDIsHk448/LrrOR3hhnryuES684iSA96DRBYMEF9aDixebqTVv7vDCvsP8uPVZI8yL/a8ceAnAvLYavi5E2u96624XvG8ENgJpet+SajBn32PfZH+thwDJvsTnCWyP119/vWmLPkGQ7VdeBp7z+U0hMbXosk+nZeNzVA6D/IgSF5VyAS/z5vWEQ8ZDK/vY999/H09COCnkswKmxYkG/crq7WPVfYHPCC3H6WLFarhl+3ACwF1BwLpyEpe+BQDTY7r/93//F7tb/V/EdMr/I1gnTpTT5z9p9fOn/meQltTraJXjQAUCHQeEVK5Aa10VIZYDWcKBmYNbs4NIaiGiNaenWMaEVmfubJCWMS07y8HBvxaGERTKquvBHSVWrlwZl49g/N5778VW7zIOyI2CGEEFtOrVGo/l4CDOfDmoEwK4owAHfe5skYJjs/BUlUJPrferjPnTQsz7UA4rVQQxxmF7NFNr3q+88kp444034v2O77rrrqJvbYQUloV15+vy1BJ90003xb+9gX2GbzK4BzPP00nVFVdcEb744ouu1s6EYMat6OphfFqKU0s006xOI6E/73Gzu9bwGeJEjG9eEt4vtmv5JLCKEy6WlVDIZ5cH27B8Esj7SZCstlKzv/INDgiHLANBnv8DfL5SGEYr+xifce7aQ0tz+fPGZ4sTxbJa+xj9Gu2XYJsTcNlvWFf2Z77hSa/7+uuvY8t7OtFhHNaH4bzXaPV/UXWdOcn4y1/+Ep+Xtfr5U/8zSEvqdYSJJN3/NR1cEw5KjQ7mfa28jLR0cvCt10KbDp4paJc1Wg+CBGUahA3uY0yIaNSCWAvToCWVoM8y1GpRpYWWYXxlztfNqWW4N4NjPRzwWT/mnwJrWW+0ALPdaC3k5ICAl1rr62F7gRZLAhiBp14ozfXkk0/GllWCGs8prwHzoj+hmHnyIJAS0v7whz/EcWoh4FJmxPR4/a233lq3BINgTPBj3EbYboRdWqGrqieBVemWeJzA8fmltZeypzJObriXd3WfrgZchvPePfjggzW/VWmGYMtJQ73PTrN9jBZlTqjYZrX2A7ZjapXmkb6dSvjschLB+0HrMe9laonmW4ELsXr16q6Wbw1MBmlJva4cXAgIhKxaoY7awP4K0ywjB0XwdfRf//rXmiUDHKRTjXKqfa5qtB6pZZ1fBKRGuqdSGEqBpvoVMGipZhitV2xvHhdLClMpgFTx1Xyzr7ubYR49uWc4X4vzfrDPEarZhr29TcrT43n5IjMCMTj5oawHLEezk6jyNAl3tb5FYFsSCjmBaYZvXSiLyFl39nnmkV7L8vCjSGVs13K5QzNMi0fOyVWj+4U328dS7TRBmlr7nqKs6Msvv4zvBycCvJe98auK7C/sN/wv0sBlkJbUJzhocaDgYEzpQfUCLg6o/JABX1HXC6G1cDBLLY6NUEbR7ABF4OKgzvIRQmlZrCV95UsoqWp1PY4fP14865mehKFyucrF0ixM0bpKgMwN05yQMY9mra9llFx89tlnXS2grYTOC5W+4gfvFfPk5IKTKJa/JycCqLUvpW14MdYnlTeVNfvxm/7SbB9LtdP876BMo4rX8fkuv758sWFqGGA+6aSV5xeK6fc0kLNfsK+Vv1FT/zJIS+oT1BQSZqgBrPfLXwQOSj/4WrzWV65lDKdu9N///ncMlvXGJ7RwkGP+zVoAGYfATYsyy1gvrKYa5Hp3c2hlPRrVx/aWRndwaEU5TBAk6ObiMlpA6W72HtWTgnat0hgQDJhXrdIQ7izCxYyN8G0Cr0/Tv/LKK8PevXtj6yPlCH3d4kcgYhvV2t/Ynsy/JycCoJW/HNaYDt9u9FWIpjyH8MznB+k9KYfLC8Fnl+mVTzh6so/ddttt3ZavqtE+xrZP9cu1yrdSWUe9iw3BZ5x6+HpYLpaP5eT/Cftys5Z35tOTsg72Mx58g9asNEcXj0FaUp9J9X/1AioIH1zY0+hnijk4Up/I16tcrEcord5CjRpGDvr0pwWZ1kjCVLPWbg5mhJN6y5guHisfFHlOv3Q3BDRbj+uuuy4exAkKLBN3M2gF8ycoludPzSdfvZfnD5aB/imMNLorRxWt/ClM8HqCBN2PPvpo/EqfC774OW9OPMoIiWz3NE8CBeNUy1jYxtz+kJrxKkIU82LZq+GD2vpa5SxlBE5eXy69SaGo2clUTxFk0j7FOrNvPvLII+e1OLMd0olBNfwyDb6xSZhGCoj8ZX1Y/qeffjr2Yzhhr1bpTG/golSWkW9o0ucqvSdpf7hQlCcxPaabWlNb3cfAZ7rZrRMb7WPg81IO8kmziw2TRi3yLBfLxzRo/WZZqNFnH6i3/XifG/1vTPi8My77HfszJ/acaKk9GKQl9Rm+Vm+lNZCDQ72vOGmt4gDLgYmWyUmTJtW8QIcLBmmVotWYMgvqU7noqVmQ4iDeaBkZxrxZPg6yPBYuXBgP/NWDYKP1SGGQ5WIdmGYrmD/zYp5p/tzWjOBW6yDMHQCoy2U8ar6bhdCEVn5eQ5hiuqmbYEe44UBOC28KfEmqB07zJESAE5mqNG4V+wmvpUWvuryPP/548aw2whHLxOvLpTecGPS0FRgEeaZFqyL7Hs+rrZx880B/1pmg/9VXX3WbFydn3F2E/bXW+1y++wUhi262G9Nk+xM2uTdz2i8JhtT4pgtOy4/qsuVgG3MyRGhOF6qm9yTtDxcqTY/1TOvV6j6WSjPYno1usYh6+xhYD9aHeSLta7x3jS42bAXLxfKxnNy+kHVkP+D/AeG6lkYt3GUffvhhnBbrxv8+/n9wX2+1h46zO825ezW1GXb2Nl48SZIk9YKBmvlskZYkSeqBVPOdfpjmQtACz7cQ5XIfDRwGaUmSpB6gXIMHZRcXil9ApQSIIF0ta1H7M0hLkiT1ADX4PHoj+HKfamrUuc6jP25hqQtjkJYkSeoB7ie9b9++ouvCcGEit+fjbhwaeAzSkiRJUgbv2iFJkqR+5V07JEmSpEuIQVqSJEnKYJCWJEmSMhikJUmSpAwGaUmSJCmDQVqSJEnKYJCWJEmSMhikJUmSpAwGaUmSJCmDQVqSJEnKYJCWJEmSMhikJUmSpAwGaUmSJCmDQVqSJEnKYJCWJEmSMhikJUmSpAwGaUmSJClDx5mziudtp6Ojo3gmSZKkwayNI2ldbR2kJUmSpHZlaYckSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZKUwSAtSZIkZTBIS5IkSRkM0pIkSVIGg7QkSZLUYyH8fzZZurucZ6ueAAAAAElFTkSuQmCC)
จากตาราง 59 จุดคุ้มทุน ของกลุ่มตัวอย่างที่ 1 มีต้นทุนคงที่ เท่ากับ 3,483 บาท ราคาขาย ชาเมี่ยง 28 บาทต่อกิโลกรัม ดั้งนั้นกลุ่มตัวอย่างที่ 1 ต้องขายชาเมี่ยง ให้ได้ 139.32 กิโลกรัม ถึงจะคุ้มทุน
ตารางที่ 60 แสดงการคำนวณจุดคุ้มทุนการผลิตชาเมี่ยงของกลุ่มตัวอย่าง ในพื้นที่จังหวัดแพร่ กลุ่มตัวอย่างที่ 2
![](data:image/png;base64,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)
จากตารางที่ 60 จุดคุ้มทุน ของกลุ่มตัวอย่างที่ 2 มีต้นทุนคงที่ เท่ากับ 4,604 บาท ราคาขาย ชาเมี่ยง 28 บาทต่อกิโลกรัม ดั้งนั้นกลุ่มตัวอย่างที่ 2 ต้องขายชาเมี่ยง ให้ได้ 460.4 กิโลกรัมถึงจะคุ้มทุน
ตารางที่ 61 แสดงการคำนวณจุดคุ้มทุนการผลิตชาเมี่ยงของกลุ่มตัวอย่าง ในพื้นที่จังหวัดแพร่ กลุ่มตัวอย่างที่ 3
![](data:image/png;base64,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)
จากตาราง 61 จุดคุ้มทุน ของกลุ่มตัวอย่างที่ 3 มีต้นทุนคงที่ เท่ากับ 683 บาท ราคาขาย ชาเมี่ยง 28 บาทต่อกิโลกรัม ดั้งนั้นกลุ่มตัวอย่างที่ 3 ต้องขายชาเมี่ยง ให้ได้ 27.32 กิโลกรัมถึงจะคุ้มทุน
ตารางที่ 62 แสดงการคำนวณจุดคุ้มทุนการผลิตชาเมี่ยงของกลุ่มตัวอย่างในพื้นที่จังหวัดลำปาง กลุ่มตัวอย่างที่ 4
![](data:image/png;base64,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)
จากตารางที่ 62 จุดคุ้มทุน ของกลุ่มตัวอย่างที่ 4 มีต้นทุนคงที่ เท่ากับ 2,635 บาท ราคาขาย ชาเมี่ยง 20 บาทต่อกิโลกรัม ดั้งนั้นกลุ่มตัวอย่างต้องขายชาเมี่ยง ให้ได้ 133.22 กิโลกรัมถึงจะคุ้มทุน
ตารางที่ 63 แสดงการคำนวณจุดคุ้มทุนการผลิตชาเมี่ยงของกลุ่มตัวอย่างในพื้นที่จังหวัดลำปาง กลุ่มตัวอย่างที่ 5
![](data:image/png;base64,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)
จากตารางที่ 63 จุดคุ้มทุน ของกลุ่มตัวอย่างที่ 5 มีต้นทุนคงที่ เท่ากับ 2,900 บาท ราคาขาย ชาเมี่ยง 20 บาทต่อกิโลกรัม ดั้งนั้นกลุ่มตัวอย่างดังกล่าวต้องขายชาเมี่ยง ให้ได้ 152.63 กิโลกรัมถึงจะคุ้มทุน
ตารางที่ 64 แสดงการคำนวณจุดคุ้มทุนการผลิตชาเมี่ยงของกลุ่มตัวอย่างในพื้นที่จังหวัดเชียงใหม่ กลุ่มตัวอย่างที่ 6
![](data:image/png;base64,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)
จากตารางที่ 64 จุดคุ้มทุน ของกลุ่มตัวอย่างที่ 6 มีต้นทุนคงที่ เท่ากับ 273 บาท ราคาขาย ชาเมี่ยง 28 บาทต่อกิโลกรัม ดั้งนั้นกลุ่มตัวอย่างดังกล่าว ต้องขายชาเมี่ยง ให้ได้ 19.5 กิโลกรัมถึงจะคุ้มทุน
ตารางที่ 65 แสดงการคำนวณจุดคุ้มทุนการผลิตชาเมี่ยงของกลุ่มตัวอย่าง ในพื้นที่จังหวัดเชียงใหม่ กลุ่มตัวอย่างที่ 7
![](data:image/png;base64,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)
จากตารางที่ 65 จุดคุ้มทุน ของกลุ่มตัวอย่างที่ 7 มีต้นทุนคงที่ เท่ากับ 575 บาท ราคาขาย ชาเมี่ยง 28 บาทต่อกิโลกรัม ดั้งนั้นกลุ่มตัวอย่างดังกล่าวต้องขายชาเมี่ยง ให้ได้ 23.95 กิโลกรัมถึงจะคุ้มทุน
ตารางที่ 66 แสดงการคำนวณจุดคุ้มทุนการผลิตชาเมี่ยงของกลุ่มตัวอย่างในพื้นที่จังหวัดเชียงใหม่ กลุ่มตัวอย่างที่ 8
![](data:image/png;base64,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)
จากตารางที่ 66 จุดคุ้มทุน ของกลุ่มตัวอย่างที่ 8 มีต้นทุนคงที่ เท่ากับ 542 บาท ราคาขายชาเมี่ยง 28 บาทต่อกิโลกรัม ดั้งนั้นกลุ่มตัวอย่างดังกล่าวต้องขายชาเมี่ยง ให้ได้ 22.58 กิโลกรัมถึงจะคุ้มทุน