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Nutrition
Methods in animal nutrition
· All the animals need nutrition for their growth and development.
· All the essential nutrients like food, water, minerals and electrolyte are provided by digestive system of animals.
· The digestive track digests the food; absorb water, electrolyte through the lumen.
· Undigested matter from the food is moved out of the digested track.
There are various types of animals on the basis of mode of nutrition:-
Detrivorous animals
· The animals that get food from dead organic matter including plants and animals or debris are called Detrivorous animals.
· They ingest the bits of dead matter by secreting enzymes either on the soil surface or during burrowing activity.
· Example; earth worm


                                      Earthworm

Herbivorous animals; C:\Users\WORLD\AppData\Local\Temp\ksohtml5444\wps11
· The animals which get their food from plants are called herbivorous plants.
· The large grinding surface of molars and premolars enables the herbivorous animals to grind the food
· Between incisors and premolars there is a large gap.
· Example; rodents, ungulates, insects, reptiles, birds, mammals, horse, cattle and ship.

shutterstock-544090780 


Carnivorous animals
· The animals which prey on other animals to get food and energy are called carnivorous animals.
· There are sharp canines for capturing and tearing the pray.
· They have well adapted molars, premolars and incisors for cracking the bones and reducing the chunks to suitable size for swallowing.
· Example; cats, dogs, lions and tiger.


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

Omnivorous animals;
· Those animals which eat both plants and animals are called omnivorous animals.
· They have 4 wisdom teeth, 8 molars, 8 premolars, 4 canines, 8 incisors.
· Example; crows, red fox, bears, pigs and man.

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

Fluid filters
· Those animals which ingest food in liquid form are called fluids filters.
· They pierce the skin with the help of needle like mouth parts and suck blood from the skin capillaries.
· Example; mosquito, aphids.

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5oU47IAyoLEftrzZnS8EMJ9RKs6tkrTpG+ibs5K/VcdzyuLjh5UI51KE3uSugWtCzSRXvHrEj1EKjFkWTsyr8LXy+mugY2yvuB4W9Xw1yfbeik0OpkWNTEuneHUwshYxSRPGrN1bkAst8hb8K6DptWdUIyoZdM3V5kZJLJJj2Y/SoLLd/2VzXr3s6uO2mEPLM0hYKcEQ4yMAzM3wx/F2t/dlUiCFVxxXBe4BuGvDGAVAsqqqqFA4Y1X0/604MN3L8PT51kvWE2qfLJAQD317YADvoUcn7eVq9Dcu4HleozIOwhYe6vb+7dTGG7316ndzv5WoI4RO/nevesN/P514iXv3CkY+XLf76O/giiZr91x7qwW0x9vqeX66X+c10J0AA3hi3cPC1c82qPt9VuP66b+c1tx73MuTOpqtJ+ri5k9XH/drUlFO87wO8NQ9EwEcXK/Vx/wB2tOLk3tceRqbdrNau1J7NplcWYBhe9iMqqo+jenR8hGou18fDVwkR3H/GiFRbzHvNLU9Q6ZHSBEAxVQRuFgvDRArH4QKTTDu3/KqHpl0sXZ8QVMZNdIt4oziywq3jk+HyHeaAtZwk2SprG9NtrnRwSdXJEmtZU6tWF3xLWZlTw2GRud1cU4pH8TuzXJPE0jM38RJatHq9bHqNM0ssuWveT7QyFmeTHLsr5fuFUWo00kPUswaJZV6yJiMVZc2VWVvcV/dXXx18emcvJby7J13SfonmTQOX1gh1BRZWheNTpdOyrcq7733DK5Fvka5/sjZD6vWyQ6ThZ4WdOuKsJFVVyxZhyJysbbhvrW9J/wBJU2t0cOljjl0rypH7XO7KjalVQBwir4SeZ8t1YnRTmPUnEvJaORWKPJE7RsrK4Vl38svd7qtQeplWtk7mq2xr9ZqGKa3UDWxw/ZhIgqaOaRPFutme1vI3926oe0JxIEDgl1ZVV1NpYMV4CjjeLeQ3UQMEQCwKkKB41+f3qFGLn5Ddbs1i2V1m5UK4TT6Pbmn1kcWn1hV5UyWKdxi7cPruSjXbkSQTWb25ss6NzJ/1BV42RmXDq1XJrtju3nG1udCfZsk7hI0zYIzMQVRVVe1kzbl8h5mtpq+jbtpoIRKWZVjV2lydlXtWjb6RvpNkMY61H1OX+wK8EkxkA1KGRurYX6yJGRPqze9vJTV/srpFqIE1qjJ9kTPHJqLrHlFqHVWYoy9m7ry8q1svR1ItMyhGlZWycquTzR8Ssq4/C1ZXUdHwg2npAzSy6d4Z4cclaeJo1ZgqXsWAf9qVVeTSTbjxJX9HdKdZMQqlFMjO7BmbhZuyq8lULzP4V1iXQRSxvDJBG8URvCzDI8C8HZ3LfJ7j4hWK2VNp9NE6sNSGYwq4RG+005xd2dvCXPD586xWs2rN7VNIJptMzO7I2UiKsd+AcPJbWHKh/l6jAr29zRdLOjxg1EEumTNWdSIcVbGVWysqnwH9xqJrtuaeCeCfSQNFrwso1EWsjjfT6DUv4oE80Ods7gbt1Vus2vrZ1VzlL7O6uJ4lu+nZdwLOnL5kVQrIWdixLO7ZMzNcszNvLNWldK4zO+NtPU3kW2vadDE08hm2jodRIUeaXJ9Top+3llxtg+DjmN9rVP6L9IRDdJZGjidlaKSXJfhZY28SX8t1Rej+09B7CkE+kbVbRWWVAYYFeWSB1uuMt99mawPytUnoxqMCdBNA00sT2UskbrDG6K6rJkt17VvnUXeklcZ2IzRL0j0xsFlaY8VxFDNK7M3F4RRztW9ur0+rkUqu9o1iTLwjjIqv1PRCB2yjMuifLLKCSROH7rUxtlbQg3w6yLVKBZU1CYsy/erna1eydflY9n/UuBq9SwbDTorNkA0s8eMbMviVAfTyr3T6bVkgyvDEoCgiBM3+Wbk4/O1Un9P7Qhv12gaRV3FoHzy96rvosXT2Fgc01sBQcStFni3luoKxNje5r4lAIvc7u/tU4SLcbiFPO9ZQ9PtCBvaUE9xhk/zUj080ZB6saiZgN6pCzY+mkFn4j0+5rMyCTyHL7tIEA33n5mskOls8hUQbP1khZlUNKMEybv4RRMNryMQ502giJYNgvWuv1UI/PUWj6mrSQD5+farn212HtGr/APPN/Oa12wNHqITJ1mok1bOFBDKqJH/41rJbVX7fVcv10385q+PO5nfepp9Gfs4t/wD24/5VqQjXLW39m/w0HRR3jiPdhHy+6tN1MRGRUkMRuv4aSGuzUt/EyWIfd8t1RpXv5/Kswut1KOwdetjvcEUVOkkQfGTKE2uWfs/VRn1AsHuX7zBEkclVCKzEscUXH1VwbbOvfUT6iSRjI7u5J5La+4KvhUDkK221Om0cupaInHZao6uyqzPO/auvuJ3D9tYPUssjsyDqwzsQrG/Vrlw5NXRSnia/M5eS5ZwnTNR0L0cPR+LXNk2teGJ2fJnDl3xRQOSWHf5rvrCbE1vUyaeRkTVdS2SxTDOJu1YMD4Rkxt51P1PSTWf0fp9nuyLoQWZQAuc0YfMBm9IfeO+qhGFwLDfuO/ip3seiTx1TVlptHaZ1M0srKsSuVVEU5Lp4lXFFXLwgVE0xA1R4UZcFsHyZezz53/GvLAWO5iDyP+2m6V76pyTfgsTb4VrOr2y7BhNIpNl9N7gHw14BuY9lFN2bwrU7Zuz3nwRFZ5CbBQuTNV/szYpieQTpGyxuuEb/AGv2isrM0i8su4CkodwBs4S36LvD7BEIkeN52zmaVFDTMjbsN/YHMVZL3biBbeajLqSSNwJO4ABVXGiLlcnu8hUWtrs3rUqZHTPa/Pd3VmemLMg0OrjVc9E8glsOKeB8dzeq2LfLKr4T3Nt1wbWPioTOCHBti6SKw4W4XVlbh/NUVsDLa6f3BRShwsgxZXVWBXiyVl4fvVA2hpIZgVeOORW5hlXLL4W5rVb0e1TRrLoiyk6WSRUOGTSRZcLZeHtfxVZNIBja2RNiTUWfG3Uqpp3M+3Q1UyfSzy6KbisMmdGXyNuLH53qLNrpdMrw6/SxTaSQYtqdMkavl4WZgLZ/OxrYL3i63Aud/hxpgkBBUhZImFmV+JJF+JfFVnK5/LuS8R7OpmdkdGYdRFG6arVFVbAmN1C7t64rYFDZhuNebW2e+zNRpNXHM+qSR2jkWVs5VXq8VV377rkAbc1qUijQTO8OQ2dqGUaiG2fszLli6fLJt1Tto6cavTyxhlIdFaJgeCSRWyQr8Jx/iq/J6d0keI6ZiS/XXh1RlsI3VWVvUrU+Nxb3+fq/LWS2PJqNNBx6XUT8MLII5I3QSZM0pdTxrfhIAHO9StL0y0t8ZFm0jXa6yoycX39/9lZtbe/ZLrY+emacT2I54tzJ4VpZBjlZb2sWYdr3VF2frIpiOrlhmC9rCRXx/Lz/AHVbpp7872G9V7K4/dqe/mNZHeBTjwLJuuWxVvw76LFpFFiqpFcKTgqqzfT2qli264AVRvxXHi8qIzKANzMxFlu3B88afuSrAItrDiU9rf2Wp6RljfcAOZHi+6vqoixEhdxUMd6nJuJeG9EWLu3KQd5DZN/zhpe/UFnkSAXuMSDzXtqtc+2vEPaNXub9fN3N6zXSokYbzcAhbcOTN+ZvFXOdsL/WdX2v18385rXjPc5+W3c0sDBY4t626qP+7Womom395J99BhcmOIXu2Ef8q1nekfSR9HKiHTiWJ1UrKzyL1jeILiLZDGhG1kJvVK11l1rdXHErNK6RKBe7Nj9K82rnvTLpBFqVVIVcYPd3ZVRZVx5Y87fOocTDVa3TieRYop50DyuzOIo3flzGKjlu5Xqx/SPBo4NcsegUIkcYj1CozOkepV2DhC5PcFvatuPjA1nNflXo9SV+h7YGm1+r1UepQzCPTNJEpZlQNmqMzW7TDMWHLfWS14Vp5ygCQrJIkaqLL1YZgtKCTq+sK9bFMxsrxyMi9WysHVlG834e+p2ydmPqBL1QUrAsZcs2CxqzYjtfdatbW0yZVrjuyrI3jmQu5QTlivlUiFb27qs4tiSykiKKWcKcesGMUWXixd+1Vpqeh00YiCPC8jdsMGVNP4rq3i/ZWCh7Z01FNCVWl0TSEWBse+2Tflp2x9ns+u1KKFbqkkazSKF4VHabv8vzV0DY+lEWmSF0hkmBOc6oyO6Fsgqre27lfyrJ9GnU7V2ibKmPXqiqOHFZFTh+laNAcd6iaug/LNP0OXU6aRp2ZY3eJo1hUK6RqzKzMzevhUVbyPckk72NyTxMzN2jQH1YFuHmO1lUaScXUZLkd9r1g3X3OivGV9SzM4S1rbh3dqhPrmIPNVG/71U0rtc2y9xHirzr2J5MF5VHkzQqMthq93hG7nfKoWp1hO5bEndUaeYG2NwD2jbs5UkUpv4bEb2Yf5alWWVCV+1FOmn02qFnAPVTZZKrK68B/wCekVcSyBirXvkqsDfhkVuyV+GomvhaeKSPcyurYlu1l4T+2onRxzOpB3SR5Kws3Cytjb4ezV55V0+JkJW2Pz/7LTrbWO4te4y/tp7qbqbi5C2C8KtUiDSgEZ71uy2/hvU/S6QtcDEKBkAq8bY9ribs7qkqvuWoSuWFSLEMHbtXXJWXyx+Xeap10baSUtGrNppGXNOJn03FzjX03rXsihiSAwOJCoccce5mpqRB38KqMjxDJv8A5VQZ6icc2QInZwALhW4r3x/96lDQK4IcJKpGOLorrj5cVTV0wA3DIDfdhjkvw09EI81A7rUZkF2VE/QjRSC/UrC5HC2neSJl+nc37KYOh2ogv7PtDWQBT2ZwsyLw8vi/ZWmiY2HNm+WNHSO1tyu7ZcKt+rXzZqotb7mSG9kyOlXbMJlybQ61QFZC7qhkfLmqqBxW86K+3toIbNswyN3tBqFfrOLnlvxrVGMWUm7KRfhFlj8uI/mr1ELWsAoUM2/tSL+Jp+T9SfEOxmT0/TLUZsv9F64SWbFVZsvlkyWtwtV1szberlDn2B9OQFxWWeNXk7XqFWyIxBtkBzxBXFvu1N9nNgWbqyRcLw49r00806MiUPbGw7xGTwuVuQzcStjy593KucbYjHtOr/8APN4W9Z99dKHdYKBfczDiZvP3VzTbT/1nWcv+on/vDWvGe5z8m9SbohwReZSP+WlrtKsqSRtxK6spsOKPLvVvC1LTvZIu44R8vurTwDu7ge81m9LOw7qTKa7oXEIZerM8kyoxRWdWVpPCMbVG0/Q1nh0d76OVlkbVFzG7tJk2ARV5DC17771tSfK9/V6qWXzuO+9UXQyQ8VV2V2zui+k0wOC9dKVs0k3G7K3pXkn4CvNLsaCIsUiVGZmLMBxMzfE3h91TussTvAahSz8zuvz/ADVDdfcutKnoj5XC48gBuAFR5Zj7r33G3FXqPkGuATZiDfGoxmAJ33NvPirNZYRajU4JK7EhURmJHa4VysvxVg+hUv8AWZ3OW+KQkk3LZsu5m8VdS6MbMWfrJ9QVi2fp75F9yah/LLyFxfzNhWX1ukg9q1Uumj9nhldcEtgqqq4sFXuuVzt8Va/rRX5mP78gHx7hpZiTuuQN+6i6Ygb+FWJte/F9NNh09xfuPO3ho501wCMlt51z+51bk9Dgn3XuWAyqUkKhHzDO7rjCqnH7Tzb4aFDpW38lAPK3C1SWhPauzOMeIDFY/TVHUh7ZVtFiQPEDiVPC1SotNyLcRXlYeH7tGi02+91Y8VgR8POpUWiPnvI7VvFSKsbYg0Qb+ydykEqq/wANVWq0fsby6o9a2lYN1qRFQ8Luq2ZlNw6A5XG42atLBpu1cdaAFsx4VqS6hgwsrIxxIxVlbJeINl2ltWlXxZlYEyRNDjKkUiFZY5FVlYHFWVvU3q7rVKMQABJUYjkBI7L7sr2WsugbZE+JBk2Pq3xVi1/6MlPc3pQ/2L7q1QGeJuCpCkENl1i9q6stVYD16irZfcjomVt4VeLkFyValQLawsoUm5uONlX1U9ILkABVVRdiTj2e7/2qTCgsDwxg5WUZZN6u1/zhqCq9kpsEaqXNt7XyIyGXD8NFRefkeRB8VSIoSbm271MyjH3KqmiBBci6u6nwm2Sr3Nfv4qrxZDaQ5IxYeZ7z4fy3p8bEAjcVbcMqkmK1gMLkb8Qpx/N3mmmIWJ/WElbbmyb30eLDyI2DTk23DE7wrDBfhNFjS17lACLFic2avTObndk9rZMOz+WhRseLk4PkMmX7tHqLt9yT1lwoF3KlirEY4q3w07qwb5Ek8JxLYtlSiB32spAuWbtMvw0eJFNyCSw99lb3tTNZmoRJCLEgAAYi5/8AfnXL9tL/AFnWcv8AqJ/7w11CJhc3LNbfjbhauY7bdfatbu//ACJ/F/8A0Nb8XqYci7JenICRW4mKR/dXhojOfx5VG0jLhEb2skf8tGBud1yee6sH9md1eqk8Lnu3sO4U1ge/y3VNVbLvFi28MfF6aBKwCk8QYmwF14qSdbGMiy7gDzvuAHFUSVrWytYi4UdpfvUp5SSRxID3r2qAYCb9o+Xq/NWa76l59xs2qLFRuRR3jtVB1upEaMxxIDcIbhaRvLL01KlQRo8khWKKMXYt/wBxvCF9VA2FoDqC2onUYEWgQ5Yxx+ePp4ffeqrRe31JtfOj3J2g2lqJtJBp5CsUEbSEKgxaZWkzUtvN7Ft3KpR2Yg3ZFlIuSCuOVGbQkEkBQOYUni+dSZXyBO5CQpxVmxWqe1WTUKmEbo4FsRjjiqkEDHLi4qOdMN9r2U2PiVvzUxIdx543yCscqsBp96ktcOMib44r+Xs0sGNUkeLS2yG8jhPxZNQ30pvbhVRz8LZfFVgIyLY2CqblguLN9VeBL3yuQWyt8NPxCIs7AxaAEm53hbg3ZVy+6tFbS2Cm5Zidy24m99SYnG/cXW1wqnhbw8VOVmCkDFUByYLirt6cqCCuyLhYeIn0kYqtOA3C9+a38Nevc24SLZDtZY04qd3evetKAfcZPpUmR0kVJIpFYMrBcGXw/wD3WV2QZNn6mPSSyNJopRIdMzf9llbLBmbfy7q2AQAjnzYW7NV+29mJqopI24SwYowHHDJjwsre6qq50xNV7PcuETHEuFVe7Ley+9VX/GnNN5KtyblguXD92s10R2g0qy6ebIa/RFUk4slnj8DKzb/nWiC2JF1UW7S5P1nu+7SdOohHuEVSCHa+JZTbFcm4fTRswcTvDErdeFesX83apiQ7gd7EmwLD99SIkFnJKGRS1zj2cvTTBkqR4xCruJYKxPFiqrXsxIUmyorjHcvHj97yoomCC5yytbG6suXa4qitKXYkkZLuJJ4Y17VqrQkAv/EHGoJ5MRaygleL30ZF5b7m9rdla8RQbb2Zgd/hVV+9RIjuINlRitz4sqiWscFtc2LMNwA7WXxU5Hbf6eTX4Vb3U64IOILgDeF8LUF72FzYHeFPq+KhMkmMc7ekFU8q5ttj/qdXz/Xzd/xmukId/iIFc52w39Z1fP8AXzfzmtOP5mfJ1kkaHTkiLlYpHf4VxWpjatIgwSzSEWLeFfctQFm+zjC3U4R7vh6te01elQQDuDDc27+Wos9uTqqbU2eNKeZJYnw//rqOyF778Ta4uaM/lvYDuHioiR25gX7l7X1VOb7lyOE3DtA8vzVIjjsCeFSoYs2OK/FlluqVDpb3JysOYUf8C0HpNsKSXRM8UoicuoEJaNm1adZg5dtxCjiNu/Gxq611md7gTM39v1EeIx0WnLFnbieZm78fCp5CtUFxw5IpF1VSvDH92haPRRwIscQui8TsRxSN4i3z8u7lR9SlmvwszKrXQ5IuXdTtbej4hU+X2zwWJbuF75Edn71ORN5tixGNyfD76UaXB7OI7z2cvP4qPAm5uYA+6uTVl7l+o6FTcd3u7Kr971fKjIna3qy23gcK/m9Pyr2IWXfZVG8sV8Pkvqp0gJsN4UbwFpyVnqjdyG/eAOLKvC270r3X7WVePyFjYhu6nxxKb5Eg2uDbJsvvLR3sZmTyMn5FuzkeGpAXcd7Mt+JkXHi+9QQu9iLIFNsjxZVIhntjYjMb7lb5M3djQH3E/wBQHV7wLMpGVy3Zj+9RUA+KQjddTw5UWKAse9jzAv2vVlR10rb7BgQO/s1ZWQ3JDKkX5I3IjtPj8VDAO/c2/masQvmDfkx9S14Yb23qLhsVB4mVe1Q0+YHIEyXSbZzcGt0+X9I6XElVHBqYPEsi+KrzYW0xqoIpkxQuMWQFWaGRe0JKndQfxv8Aw1Sy7ObR6hp4l/quoZRqoV4vZ24cXVff306imMm1gdl5ExFjexvwr2sqfGSSeFiWNzfhyapI0xO/cQd4I9PhxoTnkOyBzsWZmpeKRFx9Qc7AkAAsL8VjxV4p3+ojuXs0RYt19wtutfi+mnxRe+yqFJt2m933qPDe42xnULp0Vgd9iDyXiyy7qOISN4xsN7ZdqowXceYBPeOGjrew7gNxJ7TN/tp+OTNX3scwsBayk7zcYs1C1O+wA97HmrNRZX3eokWJI4WoAFrcuViLY0JCr9wid26/nfw1zXbCj2nV7v8AvzfzmulIL3ABt3n1VzPbC/1nV7j+vm7/AIzVcfzDk+ISBeCPdYYxklscezRmtdee87yfTQ9KgCRG4Y4KR6V4Vp6uSRuYk4kDibH7q1m/szqr+pCqRdR2e8bsuzRoMbktchuzuxXLzamw6ewLNwA5bjxO3u+H8arOkO2xpkQKFbUSMqxKwy6z3tj4aA1hZA1kvpHtUwBNPp2z1s54FTi9mjbxN6WvuAPzpuzdnezIIyRLKTlIxLPlI3EwybyyqHsfZzRZTTEya6Tts7ZLHG2PCvptjVswBDEHs87+LKnawGEmtXdZ4GFiOK55XPCzf5qk6lbJpyLANGwxUtxYu6/5aionyJO+5/sWpmoYMumVRYqkgGI8TSM1QSkxILO4A4d24b8uz/LUhFAAJuSdyrxfspNAI7E2ZrsFHpVe+hu+Vicjv3XPD/8AKiHuHRyxF+IgqMbZKv3mo2d/NTldwBwr7loWn0zMd12Vd7MPD+b1VNdUVeZVu+7cK/TTCDnqBK3tjiAu/InHH0/mpGy3uescb8V4VXLvamZlhuuo+Fcsff8Aeo0JCA9xPaVlyeRaItyeByV371O4fD92lp177khd4Pq+7Q5ZPK+JyIHppQN3WLN534VWjYJ1ssHHBN3fYzW+LhoEx/q+yu/7TQfmo0J+Rx727LL5V5ptHEpUgP8AZljGrys6Qt8K1vVMnLarsa2rkvrnJTqtMZAI+rX7Zury4m+9XmmEntOizdZM4JmsqKuOWOQ+JalCNfteEATNlKCclkyXFg34U/S6GOMo655quCM8jOscfkq+mq0kIyNo9ezLs4nHLUPIHOHpy7P015FoY21MaxooSHrPaHUNjJkvZZvE3f7qKukhjZCqt9m0jRqZGwhy7WK/mrzS6CNChQSKQ2QHXyYs3my0aQxZWdG9EUkm+ySWEaibq5Wb7WH7Tly7qlafWynqHYo0cupaAxiPHh4t+Xq4anafSxobjrUYuz4iaTBmbi7PKiCCO0QxKxxy9avE2SycW/8AiansMSQtNrpHkVe/r5EkjEPDpo178/8AnaqbrGZX06JhE+okkGTLl1carlwr6qrdPoZVMe8Rv17SSzLM2M65ZN9ly31YHRxlQLMFErSK3WMsscjd6tR1FjE7ymWKESBHMUkryGJcpFyxUKv5qjxa+VxogpWOSV51kbDJeDvX6amPpYyI98ilMgsnWss/F2uLxV6sMa9RioHUZdVxNw5Li2XqpaQxkHSa6f7FndHR9U0DKI1XLtcWXq4atja5vxEcgOGhro4gE3Gyzdcoyb9bxb/4qKV/E3veptKrPQSfJFPdXMNsf9Tq+f6+b+c104KSe6wPM9quZbYH9Z1f/nm/nNLj3uHJ8SNp9pxMIlLhVVY8rLJxKq/KrWPa+nVZAuIbG3ZkyjX71t9KlVeBLOS2Eh6jbENmuwxvGBisi9psb8qW0n2c2pilgseqis7skl5Hy7WLDnSpVdaGMh5LeRFLtSK44g3fuWReL9lef0lGQt3t32Ct2v2V7SrP8dZscloWPa0YyBcEE77rIf8ACpEW2IkNw4v2hwycKfs50qVBx1yDyWjTteJr8YLE7yVk4l8uVGh23pwQOsJbkSySN9K2sK8pUfjrE8loZ+kER3CTgUW3pJivyW1B/pmEk8d7ciVk4f3UqVHgbEcloQbdiW32psRyCSf6UpNuw7wZSb7ycJOL91KlQ0I/yWjRtqHIXktfvCSbv3URduQXN5MlAW4CSLh+7fXtKg46w/JbJIj27pyTx23eiT/SnJt3TjG8tl7yEky/kpUqsoTNuw56Qaa9ustw5ABJLMPi4OdNPSKDkJDbnvST0/KlSo8CPyZ6m3IN/Hck7jjJw/upDb8AP6y5PwSf6V7So8TZPkwo29pt95QSOR6qT/SlH0g0979YGsNwKSf7KVKq8CBZiXpBpje8g8VhjN/sr0dINNv+1BA5Dq5P9lKlSaEXmxf09pyd8lvkkm8eXZog27p7/rbABbARyf7aVKjwIeTCP0j0xF+sAA5fZyX/AJKcvSfSgb5R8hHNu/gpUqnxNi8me/8AqjSb/tf4Jv8AZXN9r7YgOo1fHznm8MnrPupUqulCZ8lnqf/


Filter feeders
· The aquatic animals which digest the particles by filtering the water.
· They usually filter the water with the help of cilia present around their body.
· Example; mussel.

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Macrophagous feeders
· Those animals that get food in the form of large pieces are called macrophagous feeders.
· Example; hydra, spotted dogfish

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