SELECT Viloyatlar, Maydoni, Tashkil_etilganligi, DatePart("w", Tashkil_etilganligi) AS HAFTA
FROM Uzbekiston
Hisoblanadigan maydonlar
1.Matematik amallarni bajarish
Hisoblanadigan maydonlardan foydalanish usullaridan biri tanlangan ma’lumotlarga matematik amallarni bajarishdir. Uzbekiston jadvalidan yana foydalanib, bu qanday amalga oshirilishini qaraymiz.
Har bir viloyatning necha yilligini hisoblaymiz. Buning uchun Tashkil_etilganligi maydonidan viloyatlarning tashkil etilgan yilni ajratib olamiz va jori yilni aniqlash (Year(Date()))dan ayiramiz.
SELECT Viloyatlar, Maydoni, Tashkil_etilganligi, Year(Date())-DatePart("yyyy", Tashkil_etilganligi) AS yil
FROM Uzbekiston
Viloyatlardan tumanlar soni 8 ta bo’lgan viloyatlarni aniqlaymiz, buning uchun COUNT () funksiyasidan foydalanamiz:
SELECT COUNT (*)
FROM Uzbekiston
WHERE Tumanlar_soni = 8![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMoAAABpCAIAAAD0jyu/AAAR+0lEQVR4nO2dC1wTV77HT0J4qwRQQR4JAiEqECqoqBh8tlXQ1q5VrwVse7f3WivbrbdL1+5WWVd36613d21Xr+3e9daVUlt8Kw9f9QEGi8VFEK0VeSQqD58EUQjJJHvOTN4kOAkZgnC+5jPM/OfMf845+c3//OcVOaqOQoDBMAOnRnrZ2XXADFg4/6yOoeZamm8br3jnreVw2nzn7sWKqnv3H8jbHjmhdg7F29M9NnpMTPQ4L0/PHooNpCbTZ+jQIbHjhOPGRPXcObbCeW1RCvzz9b7Cf89Yprf+f85uOK2oulJb3yAaEy4YzmZ1uXV1PNvd3aFSNzZcqbx8dewY4cT4OHd39+5lqCYnjI/z4XI9vb3UanXf19MptLc/vnbt+td7Do0VRk54LtZi59gBx9qK243NUtmt5ydFPWyqD4gQeQ3zd/Mc4pBdOpfm2sryS5f3H25MnTtn2FCTFlFNXrRwQRdBeLhyOGwXNpvlrHr2MX5DvHmBI8VTJ/1wseJA/rGUF2aZdY59WJVX+aWqWCFPfkcmnLKg97vpPwRGxL0QFPFj+amTp4vnzEw27kTY5Ph4kZIghnl6OLGGTsTTzW1a4qTIiIjvzkhmz0jqvcKsyqu55W7sKBcYt6wVKKioVms0cPgg1Br4z2hKWoHmzelTe1k5hoBheOyEWcT5Y/lHTy56aZ5+IIBN9vP383B1dW71nAsM2IHD/cXiKWadYx9W5aVQKLra73tzR1orcOhiVUL8+C5C2anoetKpeNzR8QR+OhUdnQqlSllZW99v5QVIhfGjRI9UPxaXXnh+ppgywiazXTgcF7a+2O+2nYYHjEqFDhslmqrJefTRaCy43fH7l/um/owCFTbcz1ckijbuHPuwKi8IoexycXWztlZFEMdLJLC3u1SqLqVKAafkR4k+KIr1plp9gH+IILi5rrxeLr15ix8aQhlh5GWxDPkWbEZSfDiKxzAia8CBE5UvzxZRC7B5h05eWjALLrJIrWkOn6xwUlMcj7srJyoqsq6uwbhz7KAnefXMy1FxC2bEGltgJ2vI6RMFSM/8jd2e+4ygqAnh8jNl5RXBQaM4Li7dCxCEeu/xShSnUNOgwMDBk3BRQ8oJHT9HvtMuaixGs2cZmIdNmBB/7lyptc6hgw3ygskWHBBh0OpSETBoLRmXsPBPnysJNbRAVBr16Y/+65uC84SKiBSMbW1rs+5JVr18WeV1cjZq5fxd6T721d1myP0Cwx7h6XBQUMjdjpbLV66NF0V330Ak9F3y4ixqHson90jZspREAs4TGnmHuuDU+Z/NTYKiUxPg5j3l27/IBGBZdyckJecSd3D37IzhWVy0Vswa3YtByxle2dpu29F0aAEOmx0wcnhgQIC1zqHlhH5ROASgZEsJky0FzLHUBMELCTZOtmCZf0udAg/jqtr77Y+fWHVUXAw2StJ4QJ7zRv627ZeL06cl21d525DnrEOajjIxBoSLAm8fKr98JTZ6TPdN0Iiog5xFMapDoYGDP6Eme0QDmh8SXUr1/XYVw9XvGfG0sl4lSRaBZzkxoujDhwpg59gXwGyRl1p9XGJItoRxky9c/dEs2dp1oBgOKONjY3tylJweY2aRfVWweHsrlfPM25SWLTaxQDSCOHgIAmQEQkHr9RpDSUjxhtwPjlIF+Z9IKLGS2jUuVnJ5K+AKQavpnl3dPQOCR4d0ogBmocka9dcFPwAyJyMBu/PPo9QLoPQLDon7CoupVIzMC2zGUEltPcmZsxtytx01bgsZhNZIWUZNBgY72AyLGaKU1qdmrrhshozcSrokSbpqd2oGz+CH6k8e0Ia3zIhKco9cbTEtbBbLZ+iQ8NFhdgcwG+Ql9A/c8+7P9Yu5R0rP/+4D42RLodIsTk2GQrtW/6BnV7L1SSVFVCMlZCPTU8vS0QoklDXnZkqmhaElqrWov7Yatm0Fc+Z/vxOgTiRLAqQtQ8msN1AvN2yAXWzcWbL1a6Qpm8RgTUmteWX0Aax7PeEZYvr8SYBsY5dSk3f0+6WpU2ADCQ24JydOlZQufDFZo1YrNeBSrRKAb+h3JoVPxs60DKAd2shjAICayrqfp32/FnVF1gZqvIOVhxpKS4aD+7pqmVg30sFFKCmJ6cAHj6IIcdlOysYr2wSMBkfoR565Ow32CXT+0Veh2iTBeI//kGWYjLC9DGA2yIvKXguKq2EYmz9dpFSi4YBKtmKiUbLlzmH9Pe8UPG0XieJ7dsXLlsAjFamh+4EFj2mpDIRZ3Zb7fDLqlOlzuFtrYEk5qIUy5U9HfeKDjNulZ2XD6o7CwzdWpy24o5JCeDSLwXoLDmEAG8WL5HU1VT8yv+ulIQiq4UoCEBry3EUNWp+oVSq0SJ4wqqX3YCYKF+2/vk+pR/elCuLeJONT8gw+2NEmg51VIisE0qIkKbma3wAtaEb60TKftyTTzJMqPld4tGT9DNMgRwH9CPh7eFrnWTtuytJ9eBb3aNgGBjDu0KECQcSlquoJ4+NsbZpN8kLD3zxxjIY8iSLIrjdOti5dv/9cbJyS9hUJUg01rXVSmBWhYAMPLP4/9MOc45DdPFEDWDUlkynP2/OXg7Rd6cYlAiPH371dJxs6tKOjAwzx1tth9MrNvwCooZBkd4FEvwTHw/1FxRr9wGkfxRtKwKa0p2Sfgrg8s/QcDqkCdBwCM33xYnZJQnPeyE08I7aQ6duDh5tr3HOifXsP2nHD25bcC2WzIP9MJRRW6ox4lYp4N/uvpeWGiz1vrc6i40eW85VPBhmWG+phdsUN58vraqhgI8/pNnR1A8oRdqL87MlW2OnTeT4NEYB1FEasmAyDkcefC4qOXs55nYcCGOpxKttDg3ItOnM088lmu4waPS5CUV9VVR08e4ZRk4nXXkHnhvDI6lAQ+4+XLUmdSpCRrOkhcU5y7qUXkglybXkdPNjyrNdazEtZU/JlSQwZVOQ5O6TCObFU6pMFxCZZeY22LYYyMCBpjUbFBPyNO4d9mVSQY5ItUfhk/D7uxLo2c+2hOlym/BSf0Tl/OjAse7u7x8RGX6yoEk9NpLWNDhvkRZDRa/70OBUZn95cPEetmU2oWVSytfJXWRVFX9Lxw5sOChKT9Ik86h3ZSm7hdhhduFGCp29ftCa3CP2F0Q4d0Ly1aZ+A3A+W5W5DRv5mCWWcv6o2fxtpNE+HLTOcN3ZE/dXv61sfP3ni7eWlbbKaAGTWpSKASs1Gd7s04P4jQqFCl8Q05JllfYuKFBy7Z/+87N1xy5flTiYXUN6NDjCUEcLUmwqr6BoNH+rGp25d7uQaMjGlciNezMaV0sVkW9CGhpgEfbZBn3W6cwKE0UkAKkfKWpeB8LI3yRIpP9D5WvrXg9zdXIVCAQxgCeNFNgUwm6PX/hPlMHq9Ohep2AWwcvbTSrZM4OkS+R4swGDR5b/w20ATs7MbRPJalJmaYtjKeD8w57NSKX0Au1BeMTM5iTLCLHPv8XJCpaKu7Wk07N0HT+vGSbWLC+dA4Xc0GqzduT6ImtQn28RCXV+Ylm1Wzqx/9JchDD51FrgKnu5Y24X5WtMrGlavbtgdwGy77gWnMYLRXQTrSi06N4QHsE3JVj8HBrBRt25caLj54OFDP19fgOSl+dNf/+bsevULYAAbIxQcPlL0sLXVl8uluZVt171+sc4k2eprLAQ5RwIDWLBgvKCjolhStnD+XGhZlf4C/DC3x2cIGMCGeHokxMeVll1MfXE2za1skNfE2IiJse/aVbdnBm4AP9D32q369nqpbDTfISdeAwc3DicsjHft2nX697ntv6U9UOHHJj96lH/qrCR9aYCjngkeMMAMbJp4akHBsSULR9DpHCwvc1zdPYUJswhQcuBI0SsLevs83QCDzWKN8OXOnjW94Nip1BdnPbVzsLws4DXMf1yCWP3Dmbx9B2fPmhEUGODsGvUjOGx2aFAgmDLpUOHx5KTJgSNH9FS4z6r1bAEVJkqc7fLDqaNFReyHlQ+6vAnPYGdXqt+Rt/9IzwWsymvxop/BacOtFlt3Gdb2vq2b9E88AEgIQB+Su7AzeuOtkv2JMCzIAdV6pmAgerEGy8tbmKfCgLwGzbuBtjHQHpamBY5efQWWl2NgP+Xm7iBloNw6swkHyKvliUeAV6dhmVb0UuT85sbWBsOycFnkrgW9vcIkO1K7eHeniaumu8vfv/MTOZvyfnR2go1GTO/orbyaHrsnhHs3ttgqL1Qm5VcxjvsW29Yvk9W+xssMk52AFdDWoW39+3fAa4IyqLaLtxL/pzb8z5EZo+gbHVW3wUuv5NXY7jY+zJN6bNUArdSehQQGRWA8kDbeWb5a/vxfBBlBxvOKnDUy8G5A3Wop+Tt3HplUASidpS3haR5bc1sB4G7+NjT721gUFM9Tbsk6lLcVwlUvkz8YMXFk5ujrdU0s0ETbiK9z9Rr75XW7zVXE81CpuuUUtKMXKmlcNjhgY5p88Wd3p/+3z9nPWkCaMCOYRZbs3Lq6JXOLqCwIyA5dX7z6Jj+Pl0zZcz0254mSzdwCbfSSNXaC0dwwFku/qraxSwboGgGL3mDN/z+rq6T/QcvDwMVOed2Uc2KC3VQqwsI6Wqk9+goLP6nS/fCm7+a9fKgS3iujUnLrP/q1/CcQtOcVT33JlDVjMsg79GSBZmkzGwRR9rBktrlbMnqxtTMwPGrr44kegGBReqVnpHmOcnMFCP0i/a1MlUr1sFXe2NSs6Oy8Xnke2Qf9WY498pK1uowdxVERlrQFaMqLDb/QlA/jsyea2X2zP5Qnfvwg5cOxPLahJGCxdcMoXOioa2KDEEpJbJPh1VCYrS1rUEmn9CaUp052dIz0xXF75Vd/3z4mfppKpSSUXfU/VkAL1hawQ14ND9jCQLZVbYFeDI6I1vUfd2Rm+G39uGHmgdHJFkrCP57hwbrk3dyDyeDIC/UEd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Yuqorida tumanlar soni 8 ta bo’lgan viloyatlar soni 3 ta ekanligini ko’rish mumkin.
2. Psevdonimlardan foydalanish
Oldingi misolda viloyatlardan tumanlar soni nechta ekanligini hisobladik va hisoblangan qiymat EXPR1000 maydonida aks etdi. Biroq, kelajakda ushbu maydonga murojaat qilish biz uchun noqulay, chunki uning nomi ma’noga ega emas (MBBT maydonga bergan nom – Expr1000). So’rovda oldindan ko’rsatgan holda maydonni nomlash, ya’ni psevdonim berish mumkin.
Avvalgi misolni qayta yozib va hisoblanadigan maydon uchun psevdonim beramiz:
SELECT COUNT (*) AS Tumanlar_soni_umumiy
FROM Uzbekiston
WHERE Tumanlar_soni = 8
Hisoblanadigan maydon tumanlar_soni_umumiy nomini oldi. Buning uchun AS operatoridan foydalaniladi, operatordan so’ng kerakli nomni ko’rsatiladi. Shuni ta’kidlash kerakki, SQL-da faqat asosiy matematik operatsiyalar qo’llab-quvvatlanadi: qo’shish (+), ayirish (-), ko’paytirish (*), bo’linish (/). Amallar bajarilishi tartibini o’zgartirish uchun qavslardan ham foydalanish mumkin.
Psevdonimlar ko’pincha nafaqat hisoblangan maydonlarni nomlash uchun, balki mavjud maydonlarni qayta nomlash uchun ham ishlatiladi.
3. Maydonlarni birlashtirish (ulash)
Matematik amallardan tashqari, matnlarni birlashtiramiz va uni alohida maydonda aks ettirish mumkin. Matnlarni ulash (birlashtirish):
SELECT Viloyatlar + ' ' + Markazi AS VIL_Mar
FROM Uzbekiston![](data:image/png;base64,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)
Yuqoridagi misolda ikkita ustundagi qiymatni birlashtiriladi va natijani yangi Vil_Mar degan maydonga chiqariladi.
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