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What is order by function in SQL in English and Hindi
SQL order by function in Engilsh
The "ORDER BY" function in SQL is used to sort the result set of a query in ascending or descending order based on one or more columns. Here's an example:
Suppose we have a table named "students" with the following columns:
![](data:image/png;base64,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)
To sort the students by their age in ascending order, we can use the following SQL query:
![](data:image/png;base64,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)
This will return a result set with the students sorted by their age in ascending order:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApcAAADOCAYAAABrcimHAAAgAElEQVR4nO3dfVgTd9ov8K+7tklZNJH6gojSFVsv9SgoF7L0YKtb3GpslfVgV1p7pO0pui1qXd+KVn3UqrVirUp9ql1aWG3xEUrB1pRu6bEvPHXRC1F5hKMCbXiJCBoSZXFS24fzR3bGTBJe1EnCy/dzXVzKzGTmx+TOzD2/+zeTXjduCC0gIiIiIlLAr7zdACIiIiLqPnp3dMFr15rR3GzFzZs/o4V9nURERORmKtU9sFpversZ5KB3719DpboHffqoce+99zjN79VeWVwQbsJsbkLv3r/Gb36jwr339kavXr3c1mDquWpqriIwsL+3m0E9QE3NFcYauRVjTBm2/Xi/t5tBDpqbf8KNGz/h5s2f4efXB2q1PMFstyxuNjfhV7/6Ffz8fKFS3cPEkoiIiKgH8/G5F/ff74vevX8FU+N1/PTTz7L5bSaX1641o3fvX6N//z5ubSQRERERdS39+/fFPb1/jevXb8imt5lcNjdb8ZvfqNzaMCIiIiLqmu67715Yf5KPi20zubx582fce2+H7/khIiIioh7Ex0eFn2/+IpvWZnLZ0gKOsSQiIiKiDuNzLomIiIhIMUwuiYiIiEgxTC6JiIiISDFMLomIiIhIMUwuiYiIiEgxTC6JiIiISDFdMrnMztVjcPB4ZOfqPbrdisofEf3En7Dytc0QBGunaltPdrLoNAYHh2JwcCj+8/gJrHztdUQ/8RQqKn/0dtOom9mZsh+Dg0Nxsui0t5tCRF7WaLYg7rmXEffcy2g0W7zdnE7Fo8llZ3wjOmObqOMazWa8lbJf0fXFPfcS4p57CY1ms2LrJbJnu1B9Citfe73VC1Uioq6KX79zG4KHP4D8z/7D280gOyaTGQ0NVzD5kYexd+cW9NNq8T8jJ3q7WURERD2WW3ouxdKw+LPytc24VFePl5auxtfffo+vv/0eo8MmIztXLy27M+U9ALd6EqOf+JNU1rSVPW3rin7iTzhXdsFpmztT3pMtI75WLGX/ecmr+POSV6VlsnP1aDRbXLapNa7K4h1pG7lHReWPWLB4Jc6VXZDeP8eyuFgyX/na64h77iVpui3uQqWfla+93mqMtkYQrNK2Nr2xU7YuMT7EZcR59uV6x7aJ88+Vnpe9xrENYmnWcX3keWIPpKv3HpC/V4ODQ7EzZb8sbg9kZOG3YyLaLLO7ihPH0rz90BBxO45tsG/Lytdex7nS81LbHePI8e/aqWB1gNrmGDP277NYWbF/Hx0rLY7Htp46hMM+D4l+4k/Y9Mbb0rnfdlzeLJsu5iD2ucTg4PGy/Se+Tpy3NTmlze06vr4nUTy5PFl0Gi//ZY1s2oGMLHxw8M56/E4WncbMp56Tfj9XdgF730uXLbMz5T28uXOvbJkFi1fJDpY5n32BnM++kH7f+146fvix6o7adDtto87hQEYWvv72ewBAybkyvPyX1U7zPzh46I7W7fi+H8jIgv6LryAIVqx7fTsOZGTJln1t05uykrt9286VXUD0k3+SvWbve2lSLO9M2e8i1lcywfQC+yRRdCAjC//+V1ssZOfqZe8VALy5cy/+/tW3d7Q9+zgBgLdS9qPRbP7XcSjeaTuOFyX2bTmQkYXoJ29dDJ8ru4B97x+EIFhd/l1v7tzLBNMDHD/fAJC0fgsqKn9Eo9ksXfyKHGMiO1fvdGyb+VR8j0twbPvhVh7S2rnZcbpjLgEASeu3oqLyx38dz5Nlx2bX+1+e/8x86rket/8BNySX1TVGAMA7b23GpYpilBZ9jZVLX8JfEhOwd+cWTH7kYUx+5GGUFn2N2bN07a6v4PhJ2fp+OPcPPBsXK82vqPwRR/PypXVeqijGO29txrmyCzii/1JaTpwvvv5c2QX88ssvd9SmjraN3Ct4+APYt/tNjBn1EJ6Ni8UP5woRNj7E5bLi+5v/2WH893+3AADeeWsLLlWctovRBXccD0cOp+FSxWm889YWAIChugaNZjOWJr6ISxWnpe1MfuRhNDRcgcl0K7kU217wZQ7GjHpIWt8P5wqlWDU1ml3Eum17tlj/+93sSroDgmDFZ1kHpPf3yOE0AMClunoIghWG6hoAt2Kj4MscbFizHH9+8X87xW14WGi72xOXdRVHYhscY9CeGO/ifDGOxLirrjXihnADR/R/x7myC7LPx+RHHsbRvHxexLhRo9mMWTMel95Hx89/ecWP+Prb76U4EGNKPGaYLdeQmfMZxox6CAVf5shiMvOTz3rM2F5BsOIfJ4sBAEcOf4BLFcW4VFGMlUtfcrm8eP6On/cUZs34g7S8fa5gajSj1ngJp06fleUaRw5/IK3Htv+P/mv/fyKbn/nJ0R6z/0WKj7kUT8Yv/2WNlMHfacJltf6ES3X1GDPqIYSMHQ0AUKtV+F34eOnqwdRotl1hl13A6LDJra5r6JAA3KdWQ61WYbD/wDtqjz1BsLbbNuo8JoaFop9WC8A+RldLV/l3c1EwZtRD8OtnW/fQwABp+mD/QQCceyPEk8Gt5QZCrVbBz0+LAQP6Y/KA/hgR/IBTrHY01skzxoweiUazGc/9eams90K0NDEBAGS9iq2d4DpCjBPAdjxraLgCAAgPC3XZ2+hIjE3xX/vPxIAB/QEAgtV2XAPknw/AOW5JWf20WvTTal32PnZEo9mChoYrOFd2AVFTY9zQwu7H/vzdT6tBP63GZe8jcOv4u3JaNPppNQCAEcG/xeRHHgbguP//6Lk/opNSPLlsNFvwj5O2Hst+Wo1UOh7sPxDx855q9/UmU6N00FSp7sVg/4E4V3YBZ0pKETz8AdlVCQD49dNizKiHMCF0HDa+thxqtQqCYMUNQUA/rcZtV9riib+ttlHn1Gg24x8nT/0rRrVSWbGjMdpR4gl/xrRoXKo4LZXJT50+e0frk8f6CrtYvyElCeQ5YhJw5HAaMj7YK73foorKH9HU9E/8cK4QarVKWj5oaKB0QlPCzpT9OJqXj32730Tw8Adclsk7Sq26dUFz5HCa1KNqvFSHgMH+irWZnIll76FDAqSYsb8wHTtmFJ6Ni8WBjCynDozJA/qjn1YjXZyKNzf2xOODWq3CnD/OwIGMLNmwtfaI92DY9v8//rX/b5XJxePviaLTaDRb0E+rQXnFD/j62+8x+ZGHXex/jSwX6WkUTy7TDh52GfxBQ4dI/xdvlnjnrc3SVfSbO/e67N2JigzHmzvlPaH2goc/gBnTovHmzr1O21y59CXM1E3tULvt29TRUmh7baPOqfUYDZT+fysettzWUAl74pXuubILTuN4juj/jqjbvKu9vVgXe8rIM8Sys2Mid67sAmbN+ANyj/4dBzKynMZ62fdui3Fon8jdDrG646q36mhePmbq/nDb65yp+4PttQ5/15hRD0kJLClPfPLF199+7/T5zvzkM4wdMwpJyxNRXWuUesqfjYtFda1tKJpW0xdzYp7Ay39Z7VTZeDYuVrog7QnCw0LxzlubpfPymFEP4dGoyDbviRA7tlzv/6NYvXwRJoSOw4GMLJeVI9v+n4GX/7Kmlf2/vMfsf0DhMZeCYEVUZLhT+WTl0pcwe5YO/bQazImZIZsnBoHo2bhYqZtZnG8/rmHMqIfw0ovzZetYmviiU7npyOEPsDTxxXbb7KpNHdWRtlHnYovRiW3EqBZzYp5QZFvhYaGyuJz8yMPYsGb5Xa1zaWKCi1hPY2LpBfHznpIdq156cb5seMXvJ0c5veadt7YgPCxUulC4WyrVvVjw/DxZPG9Ys1zWrttlP5ZZ9GxcLD7LOsDE0o2Chz+Al168ldCPGfUQtm9eK1umn1aLjA/2SuMy5/zxCXz97ff/GvZ1H2bP0kljakXvvLUFb77+Wo9KbADb8Cdx/ORnWX/D9aZ/ApBf3Nmz7f9b52/b/n9N+l2tVmHja8tln3HHfMW2/2/lM4BtTOebr6/pcfu/140bQktrM6uqGhAYeL8n29MpuBpzcTs9mnRnamquIjCwv7eb4cRVmZE9hV1bTc2VThVrrp4swJ7Crs0dMdbaeMy7qbB0drb9eHt5iP1jBu3deh5yzytTu1tNzVUMGzZA+r1Lfv0jERFRT1JR+SP2vpfmNL07J5Z3Ku3gYSaWXsaeS+o0OmvPJXU/na3nkrofxpgy7qTnkjyPPZdERERE5DZMLomIiIhIMUwuiYiIiEgxTC6JiIiISDFMLomIiIhIMUwuiYiIiEgxTC6JiIiISDHtPueSiIiIyBtUqntgtd70djOoHSrVPRg0SCv93ru9F9g/FJPInaqqGhhv5BGMNXI3xpgyuB+7BsfOSJbFiYiIiEgxTC6JiIiISDFMLomIiIhIMUwuiYiIiEgxTC6JiIiISDFMLomIiIhIMUwuiYiIiEgxTC6JiIiISDFMLomIiIhIMUwuiYiIiEgxTC6JiIiISDFuSS4zc/MQpYuT/TyzYBlMZos7Nkc9mMlswTMLljnFW2ZuniLrL6804OmEZSivNLS5/cKis4psjzq3wqKzTscyQbBixfptmDE3AeWVBmTm5mHF+m0QBKsXW0pdWWZuHpJTUp2m2R/jeMxpX3mlATPmJkj7jJ9Lz+ntjpUaqmuxZMF8zJk1zR2rJ3KyY1MSIsLGAbCd7NdufRs5+i+xZ9s6+Gk1d7zeEcOD8NH+HUo1k7oZMdYA4OO0PVCrVRgxPIjHPrpjgmDFiVNnMGhAf2lackoqLjdcQX52GtRqFcorDViyejPWrUiUjnskl5mbh7SMbOzasgYjhgcBsO3HF5asvuvzArXPbWXxYYEB7lo1UZvUahU2Jb2CAP+BeP9glrebQ91Yyl8PAgA2Jb0CtVrl5dZQVyb2skXPjsfxk6dl0yt+qELS0oVSjI0YHoSjh/YjMGCQt5rbqZVXGpCWkY11KxKlxBIAEv/PPJ4XPETx5FIQrLjccAXfHT/Jkjh5jVqtQuzM6SguKZViLzkl1SkmC4vOSuVMkVjqzszNcyqLO5bh/2F3EqCeJTM3D8UlpbKTvjhdLL+J8ZN+6BMpZpJTUmVx5Bh/1DOJCWN+dhoiw0Ol6cUlZQj+7TBcrDA4Hb+GDGZy6UpxSRlGjwxGyJiRsulqtQrbN6zC8/NiWR53M8WTy2ZBgLGuHgBQoM9AgT4DMbqpWLRqIxNM8qj7+2nQ0gKYTGZZWSk/O026eo0IG4cpUREoLimTXvfVN8cR4D8QTz4+RbY+k9mCRas2IkY3VYrt0vPlMFQbPf2nkZf9R/ZR7NqXjsUJ89str1muXUfDFRMK9Bk48tG7KC4pxbMLV2DDqsUo0GcgPm429qUf4smOXDJU1yJHn4/vjp/kObWDDNW1GDSgf6vVBD+thpUGN1M8ufTTavDhvh1YnviCNO3Jx6cgwH8gLlbw6pw8z/rTT3h+Xiy2b1gFtVoFtVqFiRNCcLnhCgTBikmR4cjRfwmT2SKNd5o4IcTp4CPG72OPRkrTnp8Xi6ChHALSkxiqjfjs718jevLD2L0/vd0TvKZvH8ToogHYjo/jx47GlKgIqVw3fuwoNDU1o1kQ3N526pqChgbg+Xmx0u/iOfWrb457sVVErfPoo4iqatjDQ55ztdGCXr2Awf4D4afVyO4c3LUvXVruwWDbSf5ihQE1xjo0NTXLEkhRVY0RAf4D4aNWe+xvoM5H07cPdm1Zg1cXJyDAfyC27nyXvY7kNkFDhzgdd9RqFQYN6A9Dda0XW9Z5BQ0dInUekHconlwmp6S2OsaSN/mQpwiCFVlHPsf4saPho1Zjxfpt2Jd+CB+n7UGBPgNLFsyXlvXTahCjm4rvjp+Uxje5KnUOCwyAsa6ePUw9nFbTB35+WqjVKiQtXQhjXT0+/eKYt5tF3ZSr4454b0PQ0CFebFnnNX7sKJSer8CZc+dl08XHhvGRRO6neHIpdt3b340l3lHpOLiWyB3Ex8MY6+rx/LxYaRxw7MzpUKtVUunb3vixo3CsoBC79qVjUmS4y/WKPZz2paj3D2ZxzGUP5qfVYHHCfOzal87nDpJbhIwZ6XSH86dfHIOxrt5lhYVsN0fFx83Gxu0pspvlUv56EMa6eqeb8Eh5ij/n0k+rwZ5t67Bo1UZE6eIAAJHhoXxUB7nVsrVbZb87Pmd1ccJ8aRlN3z54KmY63vvbYXz6xTHMmTUNgQH+GD0yGEDrF0H2sS2W1VcvXYjiklJ3/EnURUSEjcOSBbb4su8RJ1KC+Gi1tVvfls6pQUMD+KzGdsyZNQ3jx47CktWbYbl2HYAtF0ndtYW5iAf0unFDaGltZlVVA4YNG+DJ9lAPxngjT2GskbsxxpTB/dg1OL5P/G5xIiIiIlIMk0siIiIiUgyTSyIiIiJSDJNLIiIiIlIMk0siIiIiUgyTSyIiIiJSDJNLIiIiIlIMk0siIiIiUgyTSyIiIiJSTLvf0ENERERE1Bb7b+hp97vF+bVL5Cn8mi/yFMYauRtjTBncj12DY2cky+JEREREpBgml0RERESkGCaXRERERKQYJpdEREREpBgml0RERESkGCaXRERERKQYJpdEREREpBgml0RERESkGCaXRERERKQYJpdEREREpBgml0RERESkmHa/W/xOmMwWLFq1EYZqIwAgMjwUm5JegVqtcsfmiAAAySmpAIDliS94uSXUXRUWncWytVtl0zR9+2DXljUYMTzIS62i7iYzNw+G6lo8Py9Wdi61x7hrnWMOIgoaGoA929bBT6vxUst6DsWTS/FNjdFNxZxZ0yAIVqzd+jbWbn2bCSYRdXmOJ6jySgOWrN6MKVERvLChuyYIVpw4dQaDBvQHAPT19UVayhuyJDI5JRWXG64gMMDfW83sEnZsSkJE2DgAkHKRrTvfZS7iAYqXxS9WGBDgPxBPPj4FAKBWq7Bg/lzUXqpHjbFO6c0REXnViOFB2LVlDY4VFKKw6Ky3m0NdVHmlATPmJiB6djyOnzzd6nKZuXkoLilF0tKFTJBug1qtQuzM6TDW1aNZELzdnG5P8Z7Lqhrn7nsib0hOSUWOPh+AvLepvNKAdW/sxuO/j8J7fzvsNB9wLqssWTAfc2ZN884fQp3eiOFBmBIVge+On5R6SjJz87BrXzoA1yVM+/ks19GI4UE4emi/1MMGAH5aDf59xwZpGZPZghz9l4jRTWWs3CZBsCLryOcYP3Y0950HKJ5czpk1DY89GimblqPPx5DBA9mFTx4jlo3ys9MAAGu3vo33D2ZJZUvLtetouGJCgT5DOpiL88XEcnHCfESEjZN+B8AEk1oVNHQITpw6A0GwIuWvB6X4U6tVKCw6iyWrN0sJZmZuHk6cOiPNz8zNw6JVG5lgUpu++ua4rDJIbXMcH81OAs9xy93iflqN1F2fmZuHHH0+YmdOZxc+eYQgWPH8vFhs37AKarUKarUKEyeE4HLDFQiCFYCtJylGFw0ATvPFA3jImJEAbPEco5sqJQ5EbWk0X0NxSansmBcRNg5ToiJQXFIm9T7ZzxcvyC9WGLzWburcxLGYEyeE8FzaQTs2JaFAnyH9GKprsWL9Nh7HPcAtd4uLxLKk/aBaIncTE0rxRgvLtesAbE8t6AhDdS2OnzyN6NnxsukdfT31TIbqWgwa0B//bG5GSwtwfz/nHkhDdS1MJjPMlutOvSpEbWkWBBjr6jEsMMDbTemyYnTRWPfGbtQY63iXvZu5JbkUy4yl5yuc7nIjcjf7MUsfp+2Ryo4nTp3p0OuDhg5BjC6ad/5Sh5VXGnCsoBDrViTCz0+LXr2Aq40WjHBYLmjoEPj5aTFsyGAs42Nk6DZcrDDAbLnu8qKFOs5y7brLzyYpS/GyuMlswQtLVgOwndh58CRPMJktKC4pRdDQIdIVvlh2FMtJHfXYo5EoLimV7vwVBCtWrN/Gcgq5ZP8oooiwcdIwiqwjn0vxUlh0FscKCjF+7Cj4aTX4/SOR2Jd+SDY/ShfHu82pTVpNH/j5ab3djC4rR58PraYPHgxmXuJuivdcfvXNcRiqjTBUG53KiiyPk5LEHkrxsR0xumhpsPbihPlS2VHTtw+eipmO9/52GJ9+cQzjx45qc71+Wg32bFsnu1ucPZkkMlQbMfPphdLvru4EF+NQPAY6LuNqPqs81BY+ieX2OQ494VMZPKfXjRtCS2szq6oaMGzYAE+2h3owxht5CmON3I0xpgzux67B8X3id4sTERERkWKYXBIRERGRYphcEhEREZFimFwSERERkWKYXBIRERGRYphcEhEREZFimFwSERERkWKYXBIRERGRYphcEhEREZFi2v2GHiIiIiKitth/Q0+73y3Or10iT+HXfJGnMNbI3RhjyuB+7BocOyNZFiciIiIixTC5JCIiIiLFMLkkIiIiIsUwuSQiIiIixTC5JCIiIiLFMLkkIiIiIsUwuSQiIiIixTC5JCIiIiLFMLkkIiIiIsUwuSQiIiIixTC5JCIiIiLFuD25TE5JRZQuDoVFZ929KeqhyisNmDE3AVG6OETp4vDMgmUwmS1u29bTCctQXmlwy/qpcyssOuvW+CICgMzcPCSnpMJktuCZBcukY5v9z4y5CTwOdUBh0VlE6eKQnJLq7ab0KL3dufLM3Dzk6PPduQnq4corDViyejPWrUhERNg4ALa4e3bhCuzasgYjhgd5uYVERB0nCFacOHUGgwb0BwD09fVFWsobsmNZckoqLjdcQWCAv7ea2WV8d/wkAKC4pBQmswV+Wo2XW9QzuK3nsrzSgLSMbKxeuhBBQwPctRnq4YpLyjB6ZDBCxoyUps2ZNQ3PPf2/cLWRvUtE1DWIFZjo2fE4fvJ0q8tl5uahuKQUSUsXQq1WebCFXY/JbEFxSSlWL10IALhYwZ5eT3FLz6XJbMH6bbsRHzcbvwsPxYdZR9yxGSIAQOn5CtQY62RX9rEzH5f+L/ZuWq5dBwAsWTAfc2ZNA2DrAWhqbsY//9mM0vMV2LVlDQID/LF269vSAT4yPBSbkl6RHcj/88QpxCe+CgAIGhqAPdvW8YqYIAhWWezE6KKxPPEFaX5h0VksW7sVAKDp24e96yQZMTwIRw/tl2IIAPy0Gvz7jg3SMiazBTn6LxGjm8rjTQd89c1xBPgPxO8n/Q7/bL6BrCOfI2TMSCblHuCWnsv3D2Zh/NjR0gmcyF2efHwKRo8MRnziqy7HIdmXzQv0GdixKQlpGdmyZfK//h6xM6fj6KH9UmI5aEB/FOgzcOSjd2Gsq8enXxyTlrdcu46GKyYU6DOQn52GAP+BeP9glkf/bup8xKRg4oQQKTYuN1yRxnoVFp3F7v3pOPLRuyjQZ2DdikQsWb2Z4+aow8Rk6cnHp3i7KZ2eOLxg4oQQqNUqjB87CrWX6lFjrPN203oExZPLwqKzKC4pxfPzYpVeNZETtVqF7RtWoUCfgbSUNwAA8YmvSkmmn58WH6ftkcZjPhgcBK2mj6xkHqOLluYDQNLShVJvk59Wg/FjR8NQXSvN1/TtgxhdtLT9iRNCcLnhCgTB6va/lzqvM+fOw1hXj8cejQRgi43YmdNRXFIK4+V6ZB35XNbjFDJmJEaPDEZxSZk3m01dhGOyRG2rMdahqalZ+jyOGB6ECeNGS5838UYf8SczN8+bze12FC2LC4IVWUc+h6HaiJlPL5TNE0tBOzYlyU7kREpxLCvl6POlJDE5JbVDN5ep1Sqo1SpZ+RKAlEwStaaqxujy2Bc0NACCYIWxrh679qVj17502fyJE0I82UzqopoFAca6egwL5D0MHZGjz0dJ2QWXn8fHHo1ERNg4FOgzvNS67k/R5FLsRbJnMluwaNVGLE6Yz6SSFKf/8hs8FPyAbNyaWq2S7rQUk8Qdm5KwPPEFKR5bI84fP3a0dODhIyyoI4YFBrgcnwvYLrwD/AfyOEh37GKFAWbLddzfj2Mt22MyW1DxQ5XTXfZix8PFCgM/h27Gh6hTl1VeacA7qR86jVsrLDqLYwWFiNFFo6rGiMjwUOlu8osVBhiqja2u02Qyo6XlVk+leLchUXvEGLMfn5uckopnFixDsyAgduZ07N6fLj0jU7w7mOU46iitpg/8/LTebkand7HCAF9fH6dHNYnDmMTHE5H7uPU5l0TuJJbBC4vOSnduA7ayx4F3t8NPq0FggD9OnDqD6NnxAIDoyQ8jMjwUu/enY8+2dS7X+ccZU2V3gkdFhOHDrE8xKTKcvQbUaul7z7Z12JT0CtZufVsqfUeGhyJ11xao1SpEhI3D4oT5stdymBB1VFVN6xfFdIvJbMHu/emI0U11OTZ1/NhRSMvIxqTIcH723KjXjRtCS2szq6oaMGzYAE+2h3owxht5CmON3I0xpgzux67B8X1iWZyIiIiIFMPkkoiIiIgUw+SSiIiIiBTD5JKIiIiIFMPkkoiIiIgUw+SSiIiIiBTD5JKIiIiIFMPkkoiIiIgUw+SSiIiIiBTT7jf0EBERERG1xf4betr9bnF+7RJ5Cr/mizyFsUbuxhhTBvdj1+DYGcmyOBEREREphsklERERESmGySURERERKYbJJREREREphsklERERESmGySURERERKYbJJREREREphsklERERESmGySURERERKYbJJREREREphsklERERESnGbcmlyWzBn5etR3mlwV2bIJJJTklFckqq4ssS2cvMzUOULk76uZs4MpkteGbBMhQWnb2j+dQ9ZebmyeJKjAMx5p5ZsAwms8WLLew6CovO3vXnlG6f25LLixUGVNVectfqiYg8LjM3Dzn6L3Hko3dRoM9AfnYaLjdcwYr12yAI1tten59Wgw/37UBE2Dhp/Xe6LuoeBMGKE6fOSL+bzBYsWrURMbqpKNBnoECfgRjdVCxatZEJZgd8d/wkAKC4pJT7y4MUTy6TU1IRpYvDsrVblV41EZHXiCf9GN1U+Gk1AAC1WoWkpQvxP0Y9xBMX3ZXySgNmzE1A9Ox4HD95WppuMpnR19cXjz0aKU0T/3+xgpXBtpjMFhSXlGL10oUAuL88SdjZtrMAAAyPSURBVPHkcnniCyjQZ2DHpiSlV010W8RyiPjjWFpsam7GivXbpPmZuXnSvOSUVPzbm3tanU8914lTZ2Q9i35aDebP/SMC/AeivNKApxOWIf3QJ7KyuX1Zc8bcBGm4kH3ZOzM3D7v2peP4ydOInh0vi7f/d7ECM+YmOL2euo8Rw4Nw9NB+5GenITI8VJoeGOAPX18ffPXNcWma+P8Hg4M83s6u5KtvjiPAfyB+P+l3iNFNRdaRz1kV8BDe0EPdUmZuHnbvT5fKl2kpb2Dj9hRZgnnyVAkWzJ8rXQylZWTLTtrtzaeeRa1WYcH8uSg9X4Ho2fGI0sW5LGFbrl1HwxUTCvQZOPLRuyguKcWzC1dgw6rFKNBnID5uNvalH3J63ZxZ07BkwXxEhociPzsNc2ZNk+b9V9kFfJy2BwX6DEyJinD5euqe1GoVtm9YBUN1rXTBYqiuxYf7dkg96ORMrDRMnBACtVqF8WNHofZSPWqMdd5uWo/A5JK6HVflyxHDgxAfN1safwMAU6IiMGK47cr/weAgaDV9cLXR0uH51POIvUsF+gwsWTBf6mW0TzI1ffsgRhcNwNarOX7saFksjR87Ck1NzWgWhA5vN3bmdKjVKgDApMhwGOvqb+v11HWJ5fJJkeHSmMtJkeHswW5HjbEOTU3N0hCCEcODMGHcaBSXlHm5ZT1Db283gEhpzYIAY109hgUGOM273HCFPT6kiDmzpmHOrGkorzRgyerNOHPuPO7vx54kUlaOPh9ToiKkm74AICJsHKZERSBHn4/liS94sXWdV44+HyVlFzDz6YWy6UFDA/DYo5Hs9XUz9lxSt+OjViPAfyCqaoxO8wYN6C/1ABHdDkGwIv3QJ04XJ35+Wmg1fbzUKurJeLHsmslsQcUPVUhLeUPq7RWf7hDgP5A39ngAk0vqFsS7AoOGDoFarULszOnI0X8p3cFbXmlAWkY2JkWGe7ml1FV9+sUxvPe3w1i79W3ZCf39g1kI8B+IkDEj73obrnrbqWebFBmOHH2+bLx4YdFZ5OjzZcMl6JaLFQb4+vogMMBfNl2tVmHihBDZ8ChyD5bFqcsSBCvWbn1bemxHjC5augkiImwcFifMl5VEdmxKkpWWiG6HWAZPTklF9Ox4aXqMLhrbN6xSZBsPBgfBWFeP6NnxiNFF4/l5sYqsl7quiLBxSEt5A0tWb4bl2nVpOo9nrpnMFuzen44Y3VSXiff4saOkjgbuP/fpdeOG0NLazKqqBgwbNsCT7aEejPFGnsJYI3djjCmD+7FrcHyfWBYnIiIiIsUwuSQiIiIixTC5JCIiIiLFMLkkIiIiIsUwuSQiIiIixTC5JCIiIiLFMLkkIiIiIsUwuSQiIiIixTC5JCIiIiLFtPsNPUREREREbbH/hp52v1ucX7tEnsKv+SJPYayRuzHGlMH92DU4dkayLE5EREREimFySURERESKYXJJRERERIphcklEREREimFySURERESKYXJJRERERIphcklEREREimFySURERESKYXJJRERERIphcklEREREimFySURERESKcUtyKQhWrFi/DVG6OETp4jBjbgLKKw3u2BT1cCazBc8sWIZnFiyDyWxxml9YdBZRujgkp6QCADJz87Bi/TYIgrXddSenpEqvc0ebC4vOKr5u8ozbfQ/dFUvUPWXm5sniRYw38Zza2vGObBz3F/eb5ymeXAqCFWu3vo1BA/qjQJ+BAn0G4uNmY/223XxTyW0M1UZcrHC+gPnu+EnZ73NmTcP2DaugVqs81TQiog4TBCtOnDoj/W4yW7Bo1UbE6KZK59QY3VQsWrWR59R27NiUJO2z/Ow0BPgPxNad73aoc4HujuLJ5Zlz52Gsq8fz82KlaY89Gom+vr4wmcxKb44IfX19ET35YadE0mS2oOKHKkRPfthLLSMi6pjySgNmzE1A9Ox4HD95WppuMpnR19cXjz0aKU0T/+/qgppcU6tViJ05Hca6ejQLgmyeY08x3T3Fk8uIsHH4cN8O+Gk10rSvvjkOX18fBAb4K705IgDAxPHjcOpsqWz4xcUKA3x9ffDbYYHSNMeyuOMQDseSeVNzs2x+Zm6eNE88GbiaB9wqyXNoSM+QmZvX5vvdWiyJJbz0Q59I8eT4evt12w/zsH+9q3nllQY8nWBbN0uDnduI4UE4emg/8rPTEBkeKk0PDPCHr68PvvrmuDRN/P+DwUEeb2dXJQhWZB35HOPHjpblJ+Qebruhx/7Ea6iuZSmS3Gpo4GAMGTwQxSVlAG4dSCZOCIHPffe5fI2rIRyDBvRHyl8PSsucPFWCBfPnokCfgR2bkpCWkY3ySgPKKw1Ysnoz1q1IdJoH2BLL3fvTceSjd1Ggz8C6FYlYsnozE8xuKjklFSdOnUF+dlqr73drsST6r7IL+DhtDwr0GZgSFYF96YcgCFaUVxrwf789LsVSfnYampqbpTh8duEKLE6YL8273HBFlmBarl1HwxWTrDT4/sEsj+4funNqtQrbN6yCobpWukAwVNc6deKQs2Vrt0r7LHp2PCZOCMHyxBe83awewW3JpXgVVqDPwKTIcPbckFvdp7KVPE6cOgNBsKLGWIempmZZKcmRqyEcz8+LxeOPTZJ6dqZERWDEcFvvwIPBQdBq+uBqowV+flp8nLYHEWHjnOaJiW2Mbqp08A8ZMxKjRwZLyS91HyazBcUlpYidOV26gI4IG4cpURGy97u1WBLZv35SZLhUvrvaaEFV7SVpWJFarcK/rVyEEcODUFxShtEjgxEyZqQ0b8H8uaj4oUqKYU3fPojRRUvzJ04IweWGKxx31kWIHTWTIsOli2CeUzvGfsxlgT4DhupaqTplXw3YtS8dOfp8l73/dGd6e2Ij9idW8eBKpLQHg4PQ1NSMGmMdikvKEPzbYW1e2VfVGBHgPxA+arU0zU+r6VBvgLhMckoqcvT5snnNggBjXT127UvHrn3psnkTJ4Tczp9EXYDJZEZLC3B/P+e4MVTX3vX6I8LGYd2KRMQnvipNW7JgPubMmgZDdS0GDejvVBWyXG/iGPduIkefjylREdKFLHDr4iVHn8+euNsQo4vGujd2o8ZYhzmzpmHOrGkAbMNODNW13JcKUjy5TE5JxeWGK9iU9ArL4ORRfloNgn87DP954hT+q+wCYmdOb3P5YYEByNF/iWZBkGLVZLbAR61uN3YLi85i2dqt2LEpCcsTX5Du6AQAH7UaAf4DsThhvuyEIOJ4t+7Fz0+LXr2Aq40WjHCYFzR0yF2vv7zSAB8fNQr0GQBu3T08LDAAQUOHSL319jGr6eMLPz8tE8xuTuyB5rm24yzXrrv8rJKyFC+Lx+iiUXq+Ap9+cUya9ukXx1B6vgLjx45SenNEMpMiw/He3w7DWFff7mD3kDEjncafvX8wCy8sWd1uAlhVY0RkeKhUjrxYYYCh2gjg1l2Ju/enS+sRS1uON/1Q13SxwgCz5Tru72fr6Y7RTUXWkc+lUnNh0VkcKyi862OeYLViX/ohvLohWSqB2veUPvZoJIx19Thz7rxtecG2fHu99tR1TIoMR44+X/ZM1cKis8jR58uGUlD7cvT50Gr68EYoD1C853LE8CAceHc7Fq3aKJUEg4YG4MC723mwI7cLGTMSkeGhmDghpN14U6tV2JT0CtZufRtRujgAQGR4KFJ3bWn3gP3k41Nw4tQZRM+OBwBET34YkeGh2L0/HXu2rUNE2DgsTpiPmU8vlF6zY1MSIsLGseeyixJv4rJcuw7A9n6Kw3zE8poYD5q+fbBry5q7HgakVtlu5sjMzZOVxe23vWfbOixatVG6uInRRbO8141EhI1DWsobstgDbh1PqHXL1m6V/R40NAB7tq1zOjeIn19STq8bN4SW1mZWVTVg2LABnmwP9WCMN/IUxhq5G2NMGdyPXYPj+8TvFiciIiIixTC5JCIiIiLFMLkkIiIiIsUwuSQiIiIixbSZXPbqBbS0tHq/DxERERH1YC0tLejVSz6tzeTynnt646effnZnm4iIiIioi/rpp59xzz3yJ1u2mVz6+KjQ1HTDrY0iIiIioq6pqekGfHzkz4ZuM7ns29cHN2/+goaGa25tGBERERF1LQ0N13Dz5i/o29dHNr3dG3q0Wl/88ssvuHr1GqzWmxyDSURERNRDtbS0wGq9iatXr+GXX36BVuvrtEyb39Bj79q1ZjQ3W3Hz5s9gfklERETU8/TqZbsnx8dH5dRjKS3T0eSSiIiIiKg9fM4lERERESmGySURERERKYbJJREREREphsklERERESnm/wPHQs71uJlD8AAAAABJRU5ErkJggg==)
SQL order by function in Hindi
"ORDER BY" function SQL mai ek query hai jo result set ko ek ya ek se zyada columns ke basis par ascending ya descending order mai sort karta hai. Yahan ek example hai:
Maan lijiye ki humare paas "students" table hai jismein ye columns hain:\
![](data:image/png;base64,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)
Ab hum "students" table ko unke age ke basis par ascending order mai sort karna chahte hain. Iske liye hum is SQL query ka upyog kar sakte hain:
Ye humein ek result set deta hai jismein students unke age ke basis par ascending order mai sort kiye gaye hain:
Thank You
About Author
Brijesh Kumar
Database Developer
I have more then 6 years Experience in Microsoft Technologies - SQL Server Database, ETL
Azure Cloud - Azure SQL Database, CosmosDB, Azure Data Factory, PowerBI, Web Job, Azure Function, Azure Storage, Web Apps, Powershall
and Database Migration On-Premise to Azure Cloud.
LinkedIn : https://www.linkedin.com