การวิเคราะห์ข้อมูล
วิธีการวิเคราะข้อมูลในงานวิจัย ครั้งนี้จะสรุปผลจากการวิเคราะห์ออกเป็น 2 ส่วน คือผลจากการวิเคราะห์ข้อมูลทางการบัญชี และการวิเคราห์ข้อมูลด้านห่วงโซ่อุปทาน อธิบายได้ดังนี้
การวิเคราะห์ข้อมูลทางการบัญชี
การวิเคราะห์เชิงคุณภาพ (Qualitative analysis)
เป็นการสรุปผลการวิเคราะห์ข้อมูลทั่วไป โดยรวบรวมข้อมูล จากข้อเท็จจริงต่างๆ ที่ได้รวบรวมจากแบบสัมภาษณ์จากผู้ผลิตเมี่ยง โดยการบรรยายสรุปและใช้สถิติในรูปของค่าเฉลี่ยและร้อยละในการอธิบาย เพื่อให้ทราบถึงสภาพทางเศรษฐกิจและสังคม ตลอดจนปัญหาและอุปสรรคในการผลิตเมี่ยงของผู้ผลิต
การวิเคราะห์เชิงปริมาณ (Quantitative Analysis)
นำข้อมูลที่ได้จากการสัมภาษณ์มาทำการวิเคราะห์ต้นทุนและผลตอบแทนการผลิตเมี่ยงเพื่อคำนวณหาต้นทุน รายได้ และกำไรจากAการลงทุนการผลิตเมี่ยง ซึ่งจะคำนวณผลตอบแทนดังนี้
1. ต้นทุนคงที่ (Total Fixed Cost : TFC)
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)
2. ค่าเสื่อมราคาต่อปี (Depreciation)
![](data:image/png;base64,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)
3. ต้นทุนผันแปร (Total Variable Cost : TVC)
![](data:image/png;base64,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)
4. ค่าแรงงาน (Labor)
![](data:image/png;base64,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)
1. อัตรากำไรขั้นต้น (Gross Profit Margin)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxQAAADFCAYAAADNCbSGAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABpKSURBVHhe7d3/q2VV/T/wPZ/f1Wb0J00JRyHJMHTUMAsU/FJEGJo6FSGMZGMx0JSVXyIkTccvBFE6SkJINToahKCpQUFaZGkoJQk6ImL+NH7/A+5nntu9xj3nfc49+64598vMfTzg3HP2Pvvsr2uvvV5rrb3vmrk9GgAAgAr/r3sHAABYMAEFAABQTUABAABUE1AAAADVBBQAAEA1AQUAAFBNQAEAAFQTUAAAANUEFAAAQLWq/5S9Zs2a7hMAAHCgqQgBJqoOKGa5EgAAwNKYdVlelycAAKCagAIAAKgmoAAAAKoJKAAAgGoCCgAAoJqAAgAAqCagAAAAqgkoAACAagIKAACgmoACAACoJqAAAACqCSgAAIBqAgoAAKCagAIAAKgmoAAAAKoJKAAAgGoCCgAAoJqAAgAAqCagAAAAqgkoAACAagIKAACgmoACAACoJqAAAACqCSgAAIBqAgoAAKCagAIAAKgmoAAAAKoJKAAAgGoCCgAAoJqAAgAAqCagAAAAqgkoAACAagIKAACgmoACAACoJqAAAACqCSgAAIBqAgoAAKCagAIAAKgmoAAAAKoJKAAAgGoCCgAAoJqAAgAAqCagAAAAqgkoAACAagIKAACgmoACAACoJqAAAACqCSgAAIBqAgoAAKCagAIAAKgmoAAAAKoJKAAAgGoCCgAAoJqAAgAAqCagAAAAqgkoAACAagIKAACgmoACAACoJqAAAACqCSgAAIBqAgoAAKCagAIAAKgmoAAAAKoJKAAAgGoCCgA4AB133HHdJ4DlJaAAgANQAoqXX365/XzllVc29913X/t5kkyzZs2a5pZbbunGNM1zzz3XXHrppd3Q7C3HMoGlJ6A4AJx//vlthnzttdd2Y96XDHp0HACrw9lnn928/vrr7XXgzTffbH71q19134z3+OOPN3Nzc83dd9/djWmaxx57rFm3bl03NHvLsUxg6QkoVrgnn3yyfU+GnIw5NTtFMuiPf/zj3RAAq8lhhx3WfPvb326OOeaY5uSTT+7GTnbJJZe0rRpr165th3M9ufnmm5srrriiHV4My7FMYOkJKFa4I488svnQhz7UDTXNIYcc0mbIabU499xzNRvDCnDqqadO7W6yWNKlREvl8nrkkUfaNPDGG290Y5bGOeec014HhhbOt27d2hbur7/++ja9Xnjhhc0dd9zRnHTSSd0Us7ccy6yRdcsxBCrNVaj8GZWeeOKJuUsuuaTd73mtX79+btu2bd23wHLavn373DXXXNMNzc09++yzc+edd97e87Wcs5s3b57btWtXN9W+Mj7fZ7rymw0bNszt2LGjm2Jf+T75QpHf9YdZOrt3726P1aRju1RyTUi6m09JX1nfpNmlWOflWGatnIMr7dqa9JXr/6S8IJLnZJoc/7wefvjh7pt9DZ2O1SHn5SwJKAAq5WKfAlPeixTsk0f2x6UQlYJKps1FvS/Da9eubQsz/e9ysU8hLBf+/rwi8+8HEPmc6Vh6Oa4roRA6JKBgfuPO5+WU9UgekPN9UhpLnjGaR4wLFoZOx+ox67K8Lk8AlR588MG2j/jhhx/ejflAf9yxxx7bfO9732uuuuqq5qabburGNu0Tes4666y2C8hoN5DPfe5zzT//+c+2y+M3v/nNbux4Z555ZvPSSy/tveeKpZP7ATZt2tQNcSDLOZsuZPfcc083Zvkkb0jX5i996UvNnoJ/N/b/+v73v99cd911++Q3yUu2bNnSDb1v6HRQS0CxQqUvbvpG50kYecJTXrlfon9TdpH+u+mjmn7UyYTyuwxnfF8KGxmfeaWvaJ4SlXH9fqP5fZYz3zLzu3yXzK7fZzjzyvi+/La/HXnPcHnUYV/mm/W766679t4nkte4bS7TlvXMNoxub/rEZnmZbtw8YnR9R4ezTVmHvmxzxmXacU/eyvgss+yb+aYv8n2/MJjP/eMwab+V49efpn9MitI/uMxvUlrKb/v7dtI8h6STHMf8vnyf4axH5ldkvtkn/WOZafv7oi/LyDzzyryKScc661nmneUX09LGuOM+zi9/+cvm4osv7oamu+iii5r777+/G2qa2267beq9UL/4xS/aBzJM2idFgpXf/va33RBLIXlOjt9oQDkk7Q85d/vptH/u5xzNa6hyj0c5x/K5f/7MWs6pnD95Zb1LnjK6zgs5D7Nv8jnrv1j5buR+lP4TqZZLbrjPfSepiJgk+/Yf//hHW6HQlwqM3ARftm3odLA/BBQrUDLC448/vvnIRz7SPP3002mTanbv3t3WZObVP/mTUXz1q19tHxeYDCgXt9Ry/u53v2trHvoXoS984QvNDTfc0M4vBaFM/4c//KH9XOT3F1xwQTtNXvmcZRZZt9TIZX3yyML5anKynrkB7zOf+Uz7SMPML+8ZznL665YLywMPPNCudy4s+V1qUy677LLm8ssv76Z6Xy4C//rXv9ppy3om48329i9YuUC/+OKL/6dWeH+lVjoZcfZBCoflQpjtyYUo41Nrneki76eccsre6fvbPU4u/jlW3/rWt/ZuX7YjxzX7rch8Ml2OX9m3MVqbnYvp73//+73TZT3yRJgc19F1KRfv8qjHpL/Mt4wvpqWT7JOrr766+fOf/9x+n2155513mn//+9/Nj3/843aapKXTTz+9TYdPPfXU3nll2jy5ZjRAjNSy/frXv27n2y+c5XPWdfRYp8CecdnmrE/RTxv9QGMhsv5vvfXWgm8uXb9+ffue39955537rNc4Kaz+4Ac/mBosfPKTn2yPG0vnr3/9a5v2+4ak/SHnbqbZuHFjm95/9rOf7c1PFirn/49+9KM27ynnWD7ffvvtCwpKFiL5d/LuvJJXZPuTNpPH98/rhZyHi53vFjmfczyGTr9Yct6nlXI+CRJOO+20bmhf2e9/+9vf2s9Dp4P9IaBYgX74wx+2BYjUTCQDjWQuqTlJYennP/95Oy5SYMq41Dxk+nR7yHTJFJO5/vGPf2ynS+E+hZ8EHqkx++9//9vWlt544417C0SZJrUV/drSfE5GVIKY/K4vhcFJEryU5fVluJ/xR4KHXFyzLmmGzXZkm8pvy8Wj1KrlvV+QS8abACPBzjhvv/1292k2yiMQ47333mvfE1zlwphjlf2Si+g4eW78fFJ4SCGiX5tUjn+WW/ZF9t/mzZv32Q/Zd7l4Fpk2w6nlLtNlXkkr2bf9gDAX9BR2++ku79nXSTulIDAkneQ585EAIIWGd999t51v0luWH1n217/+9XZ8GRfZ7gSI2Q/zyTr1lbRYjnUK7Fn37LfMf3T6orbgkHMhNaILkWOWbY78Pvu7f/wmOeOMM6YGC5nPrl27uiGWwjPPPNN8+MMf7obeNyTtDzl3R/OJSfnJfJK2E7Q++uijbT5VWgPyOcualF/uj5xzGzZsaPOEvJKXZ9uTl+S8vvfee7sp9zXkPFzMfLcvedlCpu/L9ue4j5P8OJUzyZtm4dVXX20r9sbJvkjFWwydDvaHgGIFyoUlfSaT8ecCkAyq+NjHPrZP4TiZcMZFMrF+824yimQkkUJaChupxU8hJgX41A6XwmlkmvTZniYFsyOOOKKtbUpQMslvfvObdp6lubs0SZdasX4mlnXLxTUZbZrj+9udC8X//ve/9nMuUJlvMuXRpuz8vl9ozH5MS8+0GuCFyjanIJF9UGoWIxfuPMZx1KTpJ8nF/6ijjhrbFSD7olxISyFlPpk2NVDZD6M1/l/+8pfb9SqSXpK2sszRi3sKwf/5z3/az0PSSdYtNbSpoYy0oo1eSNPvPNNlvUa7fqQQllq1Udu2bWvTcL81JMYd6xTa+kFP3yzSxvPPP9/WgA6R/Zl0n2OZbS6yr4co5+80Kcj10wuLK2n0hBNO6IbeNyTtDzl3IxUvSe+Zx0K61hUpFKdwnHwjFQaltWPnzp1tAT/55awKt0WuOeV/YiQPz3ldtv/QQw/dJx0v5Dxc7Hy3L+d1zu8aWZfkj/3rdmT7k28lXZTAcrENrUibdYUbq5OAYoVK5p9alzQHT6rt6EuBJZlYmrNTk1kuEv0CYy4gqcnPhSy1Rmk9GC2YDZXlZHnzZYz5LgW6BA6lC026tqTg+pOf/GRsJpYWlRSAs91pki9KYTYyTW5ULds6qQCVZedC8tBDD3VjZiPblUJ/ll+akVMoznqXmv2+cdNP07/4T+sKMJ8URNPNIsvt78Nxsr9SYE8t4AsvvNCNrZcAL/NMoSHHITVk/S4d2S/ZtnTH+OlPf9run0z3+c9/vk3z/eCwHOPMM2l3tIAw7linxSutE+PMIm2kJjRpeZIUpMorQfyf/vSndl8UCZpmLfu0BJxLKcFSf3vHvQ5GSaPZ56Ompf0hShCZltfMI/NcqElpLP8IrxhtdZ6lVFyly1EK6Mn7I10Ti4Wch0uR7xY5r2tahKIsN9evElTkepygKukh2zwrQ9exdltgIQQUK9SQ5t9IRv3aa691Q+9LhjbuIjcqF6xcEEs3lRrJ0CcV6LMNaVZPploy/KxXCnnXXHNNO1ykZnV0m0tf81Gl1WUlSTP+aF/qWRmaFiZJF7ovfvGL+9SMT5K+zymIT+u7WyPddvpdOuLWW29tg4mkxSLLTjBV5GKc+2gWUvOeaZO2awphs5KCTHk98cQT7Xb0KwdSW5vgaIico5POh74sI//8cqklbfW3d9xrNRuX9odIF6FPfOIT1UHZRz/60b0tfcl309KR13wty6P6QeGQ9TjxxBObV155pRv6QFpdZ22x8t1plQXT9IOKVJokmPjOd74z02AihgY++xMgwVACihUszcBpDu7Xao761Kc+1fzlL39pC+ypqUlmX5raF1sKbbk4jd40XaS5fdLj7kYz66x7LnxpLk6ryrRm8LRMZFvzu+UsNEZqAbM++3OxSMGy33WiXPzT3aH0ya6VgKR0i5umdD1bKlleP5goUtgucnFOkJNgZ2hQsXPnzraFr1a6O0zqc1ykkJhWhyGyjSW4LgF8jne2f8g25abJpPVpUvu73OfDapL8bX8qZKbJ+Z9gtDYoy3UhgWjWMemitJoMqXAq+kHhkPVIV9rkh5H76JKX1wb3852Hi5HvFrkGDc0zJ8k+zjn/jW98o+3SOetgItLS1O+F0Jegruy7odPB/hBQrGBpBk5z8HwZUWpzS+adPrYPP/zw1IyrNL9Oq2maJoFEapJT0Jn0tJAECVlOMtQsd5LPfvazbWCUTDgX0fRBnu8ClJvWc2Eb0g95oUbvXZi2Daklyw2Wtcq+67c0Zdtz7HPBSxek/W2lWE7Zj9mfn/70p7sx+8r+zmu+gnX2R7p+JKgYsi/Sr3ohtbB9mX9aTqbV6B155JGDWxgihbucm+VpTUnrSTfTnkCWNJebZ3PPy3yy/4a0YiyG1drlKcd0tIW4b1ran09+OyngniSVD9nXyd+L5M8JSHO/WZ4cuBgF276k63IfViqIkr7nqxSbZNp5uBj5bpE8P+f3/sh5m3tgtm/fPvaeillIV64c83HXpSwvrUUxdDrYHwKKFWxoH+tSy5m+sEO6quSpGKmRSN/W2gJIMuP8NsvbunVr+9i+STexZTn55zz9JwqNkwtIMrc0jU+rzZpF8+24zDUSzKR2uxT0UtidbxsS0NXcMJlaw1z4U9PdX96oXAxqnziyEuRpN7lf59lnn+3G7CuBc16Zbj5JE6nxzEV60rGLFAZSiFpILWxknknXeXJajmlqF+cLcko3vvmmGZWgoFQAxHe/+912eL7CRvreZ3umFSz//ve/D2rFWAyrtctTHoGdRzJPMi3tz2e+rmuT8r+0mJR9XdJUWoPzAI1cJ4Z0e5yV3IeV/HLSfUyTDD0PFyvfzbKS55fzu0a2oXRzyvaP3lMxK1nH5Iej16UsJ9tQygNDp4P9IaBYodLnPTer9jPSfM7z+c8e0zyZ2ofamqdxTb7TJIDIo0gjBbdcNEe7KKWGJ5lVDOnDWWp7pwUTuWimBrr/1KIEI+mfnu9GZT2yf/qZeabPvQXJZPvSGpDHQB599NHtcLmoZxsnbUMCq2nr3JcasdQWlnnnvSxvnNwnU54Tnn20HH3kZyX3yvRl32V78povSCiSxnOR7tfAjkr3iq997Wvd0DDp55ynQqWQkZahXID7j6icJOln586d3dB0CQpSsCvbmuUkgE3azat/vpenX+XhBeVcm09qc6e1YjBbqYFPgXdI2h1N+9OUNJi02Z9/8rHkf6N5XdJuHlYR5b1ImhuShmYpLQgL/Q/iCzkPFyvfzTqURzvX6AcT5Zqc60eCipzjsw4q8oCTtGCW62ECpixn9LHbQ6eDanMVKn/GAm3btm1uT6bZ7u+88jnjRuW7J554ohv6QKbdc9Hphj6we/fudnx+d80113RjJ8u0Zf55z+8efvjhdrgv88p3fWXcnotpu9xidN3KfMfJdKPbneVnnvlNXnsuOnObN2/eZxl9Q6ffsWNH+1329bPPPtuOm7QNkXXbvn17N/SBrO+4Y5Xp+/PJeo0ub1TGl3Qw5Hhlur7+8evLuP4xiNHfFpO2p2/Scsr6Zzuzf/vK/s6rv/3zpYfIuoz7Pr/LvMaZNH3G99cr25FxQ/b1noJau7x+upi27jn+o/sp80l6LMc5r0w3ur+KfN+fRz6PHkuWRo7bpHNjvrQ/zmi6ye/3BK3t70u6yHEel/9GSbv9tJB1yzqOM5qOZiXLH7dPJp0bZfzQ8zDfLUa+m+8zbjSfX4hsw6T9nWVlXYbOv+yD/mvc9mW+2b58n/WflD6GTsfqkHQwS2vyZ89MFyR9NCt+BnDQSfeMtFwtxv08Q6XPeloJF9LfntlIjXS5ETk16hy4UmOf+0yWsmsYLJdZl+UFFMBBLYWEdBHZsWPHot2Qmq5Ji/FYyCGyfWvXrl3WgGY1OlhvNIdRynsHJwEFwAKk9j73nqTQP+0/fAMHnrQSln/Wl9bChd4IDqvRrMvybsoGDmp58lEyzv5/6AUOHuedd17bUrdx48apD/8AFocWCmBVkG/BwS0tFeEeCJhOCwUAALBiCCgAAIBqujwBAMAqossTAACwYggoAACAagIKAACgmoACAACoJqAAAACqCSgAAIBqAgoAAKCagAIAAKgmoAAAAKoJKAAAgGoCCgAAoJqAAgAAqCagAAAAqgkoAACAagIKAACgmoACAACoJqAAAACqCSgAAIBqAgoAAKCagAIAAKgmoAAAAKoJKAAAgGoCCgAAoJqAAgAAqCagAAAAqgkoAACAagIKAACgmoACADjgXHnllc2aNWuaW265pRvTNM8991xz6aWXdkPAUhFQAAAHnMcff7yZm5tr7r777m5M0zz22GPNunXruiFgqQgoAIADziWXXNIcd9xxzdq1a9vhtE7cfPPNzRVXXNEOA0tnzZ7ofq77PFiaGCt+BgAwE2+88Ubzla98pdmyZUvz7rvvNtddd11zww036PIEA8y6LC+gAAAOOGmd2LVrV7Nhw4bm3HPPbTZt2tQce+yx3bfAfAQUAABAtVmX5d1DAQAAVBNQAAAHhNx4ff7557evl19+uX1kbLo+9R8dG/fdd1/7tKd8l9+MevLJJ9t5RO7FyOfU2F577bXtuCLzzfjMJ9PFfNMX+T7LgNVCQAEAHBAuvPDC5rLLLmtfuW/inXfeaR8f+8ADDzSPPPJIN9X7/6PixRdfbK666qrmrrvu6saO9+CDD7b3Xuzevbu5//779wYgCVjySNqMzxOlMl3k/ZRTTtk7faaD1U5AAQCseGl1yA3YeYpTXi+99FJz4403tsHA9ddf39x7773dlPsaUuAvj56N9957r32/55572oDk8MMPbw477LA2eBnn9ddf7z7B6iWgAABWvFdffbU5+eST288JLtLlKF2L0gXp0EMPbZ/4VNxxxx3N8ccf31x99dXdmMkuuuii5plnnmmOOOKI5s033+zGNs2dd97ZnHPOOd3QByZND6uZgAIAOKDkf06ky1G6Hj311FPtuKeffrp9j7RgpLD/0EMPdWMmSwvEo48+2j7x5rTTTmvHpftUulSNewztuOlhtRNQAAAr3oknnti88sor3dAHjjrqqO7T7KT71AUXXNANAdMIKACAFe/0009vb8CO/EfsdGl66623mpNOOqkdtxDPP/98c/bZZ3dD+8p/3c5y9uc/buf+jhNOOKEbgoOfgAIAWPHS1SiPb81N1rm34aabbmrvlVio/P7WW2+deJN1Wic2b97cDS1ceYTta6+91r7DaiCgAAAOGC+88EL7BKYrrriiGzNMbt5OYf+2225rWyD6j4jty3cXX3xxNzRc+d8WZ5xxRvt0qAQ8sFoIKACAA0ZaEDZt2tQNDZP/RZH/H5HCfm7Wzs3W/UfF9q1fv35B3ajSEpF/cHfIIYe0w3k/+uij28+wWggoAIADRh4dm+5PQz322GPt/5FIi8aZZ57ZvP322+0jZ/MUp3GBw+WXX959Gub2229vtm7d2s5ry5YtzVlnndW+D3lkLRws1szluWcLlBOx4mcAAMAym3VZXgsFAMAYucdi3bp1zamnntregwGMp4UCAGCM3MR9zDHHtJ/zVKiF3ggOK5UWCgCAJXDeeec1V155ZbNx48aJj5kFBBQAAGPlRus8FWrbtm3dGGAcAQUAAFBNQAEAAFRzUzYAAKwibsoGAABWDAEFAABQTUABAABUE1AAAADVBBQAAEA1AQUAAFBNQAEAAFQTUAAAANUEFAAAQDUBBQAAUE1AAQAAVBNQAAAA1QQUAABANQEFAABQTUABAABUE1AAAADVBBQAAEA1AQUAAFBNQAEAAFQTUAAAANUEFAAAQDUBBQAAUE1AAQAAVBNQAAAA1QQUAABANQEFAABQTUABAABUE1AAAADVBBQAAEC1NXN7dJ8HW7NmTfcJAAA40FSEABNVBRQAAAChyxMAAFBNQAEAAFQTUAAAANUEFAAAQDUBBQAAUE1AAQAAVBNQAAAA1QQUAABANQEFAABQTUABAABUapr/DxTt7Wy670ZuAAAAAElFTkSuQmCC)
2. อัตราผลตอบแทนจากการลงทุน (Return On Investment : ROI)
![](data:image/png;base64,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)
3. จุดคุ้มทุน
![](data:image/png;base64,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)
4. กำไรสุทธิ (Net Profit)
![](data:image/png;base64,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)
5. ต้นทุนรวม (Total Cost: TC)
![](data:image/png;base64,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)
การวิเคราะห์ต้นทุนและผลตอบแทนของการผลิตเมี่ยง
1. ต้นทุนวัตถุดิบทางตรง (Direct Material Cost : DM) หมายถึง สิ่งที่ถูกนำมาใช้เพื่อการแปรสภาพหรือประกอบเป็นสินค้าสำเร็จรูปหรือผลิตภัณฑ์อย่างใด อย่างหนึ่งที่ต้องการโดยส่วนประกอบของสิ่งนี้ถือเป็นส่วนประกอบที่สำคัญ หรือเป็นองค์ประกอบหลักของสินค้าหรือผลิตภัณฑ์เหล่านั้นโดยวัตถุดิบทางตรงในการผลิตเมี่ยง ได้แก่ เกลือและตอก
2. ต้นทุนค่าแรงงานทางตรง (Direct Labor cost : DL) หมายถึง ค่าจ้างแรงงานในการปฏิบัติงานแต่ละขั้นตอนโดยตลอดช่วงเวลาการผลิตช่วงหนึ่ง ได้แก่ ค่าแรงเก็บเมี่ยง ค่าแรงตัดหญ้า และค่าขนส่งฟืน
3. ค่าใช้จ่ายการผลิต (Manufacturing Overhead : OH) หมายถึง ทรัพยากรอื่นที่นอกเหนือจากวัตถุดิบทางตรงและค่าแรงงานทางตรงโดยนำมาใช้เพื่อสนับสนุนการผลิตเมี่ยง ได้แก่ ค่าน้ำ ค่าน้ำมันเครื่องตัดหญ้า และค่าน้ำมันรถ