science
Grade6
Easy
Question
What Is the female part of the flower called?
- Stigma
- Pistil
- Pollen
- Stamen
Hint:
The female reproductive part of a flower is called the pistil.
The correct answer is: Pistil
- The female reproductive part of a flower is called a pistil.
- The ovary is produced from the pistil, which has a swollen base that bears ovules inside it.
- The pistil has individual units called the carpels.
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Budding is a method of asexual reproduction found in ______.
Budding is a method of asexual reproduction found in ______.
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Rhizomes have swellings that develop buds that turn into new plants. These are called
Rhizomes have swellings that develop buds that turn into new plants. These are called
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An underground stem that has fleshy, colorless leaves
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______________ are used for vegetative propagation.
______________ are used for vegetative propagation.
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Rhizomes have swellings that develop buds that turn into new plants. These are called ...
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A tuber bud is known as a .....
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Part of a plant is removed to grow another plant -
Part of a plant is removed to grow another plant -
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Vegetative propagation through rhizome -
Vegetative propagation through rhizome -
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Vegetative propagation through bulb -
Vegetative propagation through bulb -
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What is the piece of the plant on the TOP of the graft union?
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)
What is the piece of the plant on the TOP of the graft union?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGIAAABgCAYAAADmbacFAAAgAElEQVR4nO2d+ZMcx3XnP5lZVV19TffcgxnMYEDcFwkQAGlSFCDRsryWtCvJuwpbdmzYP2gdjo39M/aI3fAeseHf9gfvKctrnba1pCiJhkQCBEmQxEWROAfADOY+u6evqsrM/aF6GjMgBgQwjcYe/kZkDAbTXfUyX+W785Ww1lr+Dk8czso/avNnnyQd/98h0XFwze/yCdHxd7gLjR1hab2EEgKsvfPz7v//PwWtoKfBCETrZ66tQQqJtgZHOayoK2MMQoiW03MvCCkw+vHT02CEsK2XUkoojDG4yosXvy4phQXBk2eENhppBEreeUgeF56ojjDaoKTkyuXLvP6z1x/7ZB8WSiqklGit/99jhG2IQIHruFTCGt/+0Xc48e4JjDA8AVW1BvFOlGAlOIKL1y/ynZ/8ObeLE6DiXSpt8xfO+fSPNBnCYFEoLRFKMbM0h8lZOru7MMIijX1i+kEIAVYgtECjKVXL/OTdn/HW1ZO0b+uit30TrpBIEz8tFjB1jmxUxbacEdKAsBaBINKa0BrmSgVC/8lYbqthrUVIgTUWKRU60ri+Q29fF47nYCxYAUYQa7D689IMO+eO+SrMxq/2AJDWomy86EIq3FSC8Zk50t1tGAxWtoaOe0EIwdz8LAk/TSadxnNcNvX3spSYJ5/PIYXBWjDSNkSoqDNno2i5jgi1BtcBJdHW0tbWhlAeXiKB5clZS0IIpJS8/c7b/OQnr1INKyhHIRyB53s4jiKKIoQjUUkP4TkgBcau1WvW2sa4G/f7W8vNV+V6zCwu4HtpVMLD9Tzashk29fYirazT8QRElAUrBJ/93HFOn3yLd868w54je0j4HjnZhp9IoKRDLdTcGLuN57j0dXThChcLdxZ31SJ/4qG6j+XV2h1hLdZRfOf73+Xk6VM4noO0kHQETjyblpJzN3QUkfQ9Dh4+yMLiAteuX6WwvIwFgiBAKcXY+G1++vrPKVZKKNeJ52Q3Lk5bywgh0Ba2bhvmZydeYWz8JsJRpNIeSgVgalgbNSYmrUBYgWyGEH4ASClR0qEn38nQQB/zpQmmlm6hdchCYZ750hRvvPW37Ny1g+3bdqC1xQoRx0AaUxSN8cnpr/+31jt0xvCFlz/Hs88d5M33TiIciXEivLSkqmuohIt1JVZatIwn2iI+xORpA1owvGWYQmmBxdIc1WqFQrnAiTM/RyUFB57ZhzU6FmcIaIJeazkjlNZIDPsO7+fyxAiXZ0ewDigXyiZianGOk2+doliuYIXACGilHWWtwRhLyk9jNHgJnygKuTZ2jZoXoTKKZDqBNSZmgW0GG56A+aqMwBpNOpsi25njnXNnKNSWKAZFCmGFt0/8krGrN9i/9wBIgTbxzldNkMOfCmGRUiCtQtkEbdlOqnOXyGXSTE3NkBlooyOVRkqBMLbOAIHFbHj9GjtC1OXx4x7WCJR16U53smfLNk6/eYqx6UkCF9764F0Ky8v8k299i45cHqlN/MSJ1tBnrWhYP47yaMu2Mz9fpL29HaM1Z9+9yLbNO1ChwLUCaWn4PQ97r3UZQUPWPeYhXWykyNgkz+94hp5kO+VKjZHpaX786uu8+OIL9HZ2I8IQaWIC44ft8dPWWB4rAYU1ioTr0dvbTS7dybFnX2ZH/26cmovSEjBooevxs4e937qMaA00EmEUKhRsynTzjd/6Kn2b+hgZvcHhw/vp6+4GbVDIOLjWJBn8oBCxVwBWEAYa10mQTqfpbe/h8y/8BgmbRBkVW3RAs3yeOzqiRTa8lgaMJlQCiyWbTpPLpCGh2bmzj4RQ2MAlIiBSIdIIpJGYB+DG3WbhenNa/bk1n6mLQUmEFRLfTaNskrAasTQ7Q1BZRvhprLVEGqwVCKNiX6LOkLU0rH3677fGrQ+D10m2dWtIIAhqAcIYpqYmyeVyWGOx9XhU6zOHKwtnEQIcT6JcA8IgsFijifSKr7NaJG0MTyxnbW3sQEkpyWTT7DmwnfawHa01Tj0Keoe2B6Tv7ojCet9Z9bk1T6mwICQgQUClVqZcKYIwSIdGKEMJuTa+tCLO7kHDmh1xH9LvxJpatDeEXOtdWmtpb28nn29HzIg7xK54odR/ygd5UO7+zKd/Z/W8LaC1xVEOYRTx9tvvMb20yPTMHEvFZYJarc64OEBoV+axZvFX3/PBd0rrc9YrD46IiwSklIRBiDE6JtvG/2cabpyoO06PQN96OmK9BRIW4YA1lpuj41jhUSyGjIzMsDhfQkqJn/QxlRCrbSO0sX6g8hNbdF20PkO3CkIIlFKUSmWMsUilGsyxTyJLZ4mdNSG4fv0WX/7S19HveLx16gROIWRqappN7X24VuBKp6kef8uVtVtPMworkEYgkJR1gDEhVkZoNELYWFxb+SDSZUOIM9S2MazWCCXRJiQhPX77i/+QYwd+k4Tu5LVXTlAu13CkCxiEtciG0l4PdtVYHy3fEQltiISNPUwjUVJRdgxhVKMULBFEZYzsQGqJFLFFEgcTHp4jn5b7FvXFF/XLW0A5SZZLZcanJpDpNLsOHOBbX/9jPr//N5gYGWHk+jidz+yFMKhLphVW3utea2m+HzktZ4QVoJVtWKXaQLlSo1qrYWsOQRgiEtyf6mbRgkAT704sSKW4PjbOGydP0z/8FBc+vkKmu59e5dMzOEQ1rDIxPU5gI1wBknpopAmktjzoF0qIFEgtcBEIKQlDTaQhJRWO4yARdWW9shNEU+lb8dYNEmtjZ1EpxdTcPG+9f450Vw/9W7fx8egkJ948yd4Dz9DR08HY/Cy6UqEUROQSDkQxjbFf1KSgXyvgOC4/f/MEl29dB1XP4WqDtoLF4jJCSMQa/+hx+zax2DMIqpHm4xs36RnYzNYdOynVAg488wzlSsBPf/o6Z858wPWRmywsLsU5EmTMyCYtYUvNVykVN8ZHeefqeYb+8R+Rd9uJIk21phGOi1IOQoi7QgGrTcTmQHBHwVopKFcCzp69yFKlxOad2xkbv8Xc/CJBYOjp6mD/vn289fZpzr3/Lof378JTbiPHbYgNDrHBEFFLd0RUC/idb/4uyUyS//XTV9BWI4REWYfIguM6CCmxZlVlRHMiCGsQW2QWYS2OUpw8dYo3Tp4k0pqL589RXi4wemOEhblp9u/dw+c/91l+7x99g+5MHqUlvuNhrcUIgWlSBrGlytoCSeHz9z//W/zH//Gf6Nw2yNbBzZhaQCEKKIQhkbVYCcbE9aYWGVtYTYw5xT6KimW7Djm0fzfd+TYMlmz7ZjYPbaM7mePsxY8oFAuc+/giA5sH+f1v/QEfn3sPg0FhkGYl/rrxEHHLrSZHK7Z2b+bYy8d57dTPePHwERxfU9ZVlkplQq2xTpzxMvXFb3atk1l1PWEtm3p76O3qRFuD5yXQ1iGXTNOV7+Tt02/TPtjH1OI8mzo6Gd42zPjkbbb09SJMhFgj6B4drY++ao2n4dD2vXS1dXHhyiVmygsEpoq0BuUqtLAozwEFsZH5uJV2HGRUUhFpTbFQoL2zgy988Yvs37ePsFIlKJYZHx1jfnaOarUWB/6oM+D/RvPVSokILV1uG8eeP8YvPzxFKCNQGqUgjAIi13D27DmGtw/SlszFOuMxlmJa4uCfRCCFohYESEeRyqT49c+/zIWPP+Ttd97lxvVrbO3voqeriyiKWIkwWeyqKvdHQ4tz1hItwApFRiSQgUU6Ctd3cOMKRiITMr0wy59/7y9YKCzEfmsLctYYgdEWHWmM0SwVi1RrNTzH5YXDR3n5s8cIK1XaUhlymSzWGKxYqXt9hPvdhVU6ojVBNq0EaPCdJCknyRtvnsbvc+nMppBFQ6lc4vSp99l36AC9/ZswkUbVyxofN+qGKAk/ycT0dZxUllQqIJNKceTpg/j/9J8xO35jTa7KipXc1cbW7wkcVAGDRWvLtq3bePbwM+QzaRJCopRkdHSUarXK8ePHUI7CWovWpukK+15YiTllUilKy8tcu36NhcUFwjCkWqnSv2kTnuehjUHK5mquljMiE0RoZdACMkqSTAqEiUipFFNzs3xw9gN2bt1Gf0cvQkuU9OIzbE2c9kpRwt1DmDiF4TiSZMpjbOIWi5UiFQxLtTJzhUUWCkuEUbTG8moGWm6+Cmvjgx4WlIUwjEj5Pq7yqJYX6W/rYPvwDhzpENmAVlaG23o2MIoictk22pYrTE5M4DgenpfABDXmFxYIwiB26prIi1VWUwsmvHLIox5ZNdYSRQHpVArf9Ti8/zCH+p4nk8qAqWfmsPVKuiY6dNxbogssSroUl5fp7OxgeOcerly/yc2r16lUq3R05KlUKvGZiFWHr5tB26od8XgZEeedwWiBRuAoGWfopEJqSCiXfDpPzm8j5SZBm3o+eYWu1qhrYw21MEAISTLh8+zTBxke2MLb757hzTdP4suQpO/fIw27MfpaEvQz1mCtQSoHWT+SaYwlCkOiKERKQUK5jHx0jV3eflRC1fdBnTZsc4N+91kzoRSO61EuzWGNIaEcBvsGyH0hjxGGS+fPIIXColddb+MBsZboCCUdpBSMXB+hFpXpHh6izU8gkVRLVSI/DhVEFU13vgfHKkKillb4ASAEWmtS6TTlcjmuYQpCLJakn+QLL/86XVmfarVKWyqBsfrTr/mAaI3VZA1CSq5ev8b3/+r7fPcHf8EHH31A0Y8oqxATaJR02fLUIKmsH0dl4y/Wc2jNFUt2nQFgiE1T5XhcvPArqkFAZCKqtSp+Kkn/wCaWlpaA2NJqFh56R6zOFdwvJ7z6cxYwQcDxY8fYuneIs786x/de+S7blvazZIv4fpIQSbG6QDVcxhUJrLQYEYeqhTDUA09NwXrWjrEahKVSjVDKYWJ6ktr77/PU1mG8VBpP+1ghKJXLSCHiIjlio2MFj3pGvGXmq440juuwY+sOBgcG6Ojq5tVzbzA6OUb/jjxVHeBFEm2iOwZJM+3DB4AQAqEkCwvTdLR38JmBLXzw3lnOnDlDd/8AqbY0wfI8HUk3TmA18d4PHfRb41jdb0ew9ilRnsRYTVgJ8ZXH808fYc6WuDh7lWKxBMKiTYjWAeKOCcFKOrMVQcm4nFJRqVTxUj7t+XaOHT/O+fPnGLl1Cz+TZmn2Nge2D9eL4FbIvFOE/KhFDw+tI+53IO/TPieEQAkHXbNkvCwdqTZePPIsUmswlkTCoVarYsxK4YCMf7aoClFKgRQS13HQxlCtVlFK8eKLLzA4NMiVK1c4d+4crufdPdkHWpP7oeUll7EP4aC0JOdlGOrq4eZUO6XFRbKiC0OE6zoEK8ywsp4TbgFx1mLQ+L7P+OwiKpFGCEUY1Hjuuecp1apc/vD9uBJx1dceg/n6aIVcD4OImHBVj+3MTUzTkUnhS4UxEbVqDdO2Esl5DAnr+0DU59+Wa+PMuY/B8amUq6RTKWQUsn/fPm4ePYrveU05W70ajW1gjYOxcdrP1OPsop4vXg/3a2mw5iZSIup9j4SOQEeYyJLPdfPB2Y+4PTkOCmqhSymsod0KFV3A2Agp46qL1fdab2wUpp4jd5RHoVjko48+Ym5ujumZSYQxZFMZjh07Tqoti7YmPjwT1+pvmIbGjpB2TZX/ndKuJjyQscwHx3HQhAg0KpEgJMRNKZLdOby0z+ilacYufJ8Lm97HaIehwa08/8xz+I7fGgtKxOesZ2YXOHrkCBcvXeXW6C3279uDDkMiFZDNZqmWFppeJH2HEYTxwhsFQmAkWEwjUnpvPPhZAG0M1hguXjuPJyVDW4ZYqs3iZyXZ9iyVsMzM4jzlsQIdKZe5mRIfXf2YjJ/i6MHn0MGDiIINJmdE3KhlubhMtqOHY8eOc/bsWU6ffgvfT9PV00s24xJWltg5PHTX3VY/wg+POzrCN+ggLhFR1kEIGzND6HUvvjbquP5CGWtwPZcbN0Y5c/YdoqjCwNgAi6qEVhEagTaGdBa2HRrk5Rdf4k//9M9wVJquni6MAftAbuzG5HZcAiswxlCulFF+ms+89BJDQ5t5442TnDlzBtfRbBnojhV2o/uAXUXfo9HQYMSpy2c4vOcIoqawkUTY+MwY6+RY4cHLXISVKOGQSWc4/c4lNvUnGZ8Y4+LEFfxtGfp3bQMr8RwHYQ0Tt2+SzyXYsnkXfT2bsJFFtuJIkwVHOZRKy+RSWQqFAkoq2jIZvvbVr3H2/Hm++5f/nc197Ugl0WH8NSnkhnVUY3Y/fPNV3r50Fu0KUIo4IV6n7qHPEK8djnLQoaa7q5vCUoVrV68xvGWI5587QlirUl4sQ02gaxqhDTeuXWNzbx+dbe14wkcKd8M0POhQjiKdyVALAqy1FItFHMehuFzk137t13j24CGCIESpu0MuD3uvdRixrMr88I2/4eLYJYwrkVY12r41A9pqpHTYuaubXM7nqS2b2Lt9K8pKSoUaOgCBYm52nrAWUi5UGewbQpoW+RB1BEHA5s2DTE5MENQCwjBkdn6eXD4PUvDSsc/yzNNPE4VRU+/bYMRLLx6gkp3hL9/7NpemLyNlAq3BNiKhD4MVrzgexoAQCiEkW3fvoa3DoTR7ia6kJO21UTMOkSNYCiVnPrwEjmK5FDE0vJvIRhgbNNWbWC9nLYnLMUuVMtPTM4zeukVkNJWwxpWbI0zPz5HL5+jq6ARj4uiruJ/ntXYd1o61aOiInZu2Ug0L3Lp5mxNv/5jOz+Roy+cBi9uksLsxhsHN/Vy/4mClIZn0SHs+pWoVqwTTc3PUqoaEl6I9n6S9vROpJOgWZa6FIIgCRsdG+dzx4ywtV7k9Po6RhsVCifHxCZSukHVh+9AAzctGrGLN3MwiT/UPM9zfQ1VO8+rpHxIog8bBCvsIg08MbQw7t+6kWKhQCmoEQYWM52MDTalcZmbiFju29uMqh5079+B5Pto8yr0/fXCPIQTMzs7hJ5N4CY/BwUEOHTpEJp3h6tUrnHn3XS5evEgikVgb5n/IdbiX7dNgxOvvn2V6vsLg4DCZTo8oscTozY/xbMN9fMjxSRhr6cx20pbJ4aYSaBPQ09aGY6FULmGiKkMDfZhQs3fXPoSNjYZ6iv6xDykF5XIJqzWO48Ttsj2P3bt3c/zY55hfWOTq1WukU+l7WEkPtgbrocGI//nXP+eVH5+iMKvZtHmQqlzm6o3zOFIj6k0PH27c66GzZBMZejr7yHTkcR1JVzaJrpVZWJqnrztPLuMTVSPSySxxQWr8IDwaDesP7jWQZDNtKMehVqkShSFhEDI9PcXO3Tv5+te/ThhaOjo61qzzSjnpJ4dYZx3uw4jPP/ciqSDP9/7rTxmbWmTWLHFl7mPG5m7ew1R7eEghUVIijcRPpFlcLuK6iq58jlolpFytks0kcYjDDAnXx1qJjYNeLYGOInJtWcrlMuOTk9waHWVyapIgDJEIntq2lc8dfxHv7jB4E9BQ1r++9wUybpbxmSnefO0XbHmmgxpFzt46z0DXdnRkUEIR+5EaKy3CrO/SCYi9TmERUlIsFQiCgPb2Tnq6+5lfPE9qj0OXyVIrWMiFZJWD0IaBzVtJJbNxvyYbO47NVNbrXctaS1s2Ra1W5tb4FJF1yeRj5y0yDpv7+3nu6HMUC0v0dWRjqoz4lHTJg1HeuMQ/ePEL9LZ1MtDbz0sHX+bWhRkCbTk/8iE3p28jXAcr7mxhW+/Wci8I6tuvvg+N0Lx/9gx/+YO/oFCZZ3BoG+VihDEVUqkEMoJkIGgTgkqpQratB0f5KG1R9W3fTKynQIUUYDXt7Wle/dmPOPvRO4yMXufiR5d4/71znHv/PGM3RykuFetloHf6haxzp/uMtWjMMO1kOLT3GXrzvXS2tXNg1yHOnrnK5avXOHvpPbQTYGSIEBplLY5WPJDMsHEYPJlMUSgUuHz1CtJxmJyew+KR8vOkEyl01bBlcAtGC5RykHJVf4sWiSZrBdYoHFdQC2f44MIJTr71GpXSLBMTY5w6eYpf/uIUhUIJId34MKO8K338iLhzPqJmSGjFwV37OLB9L/0dA+wdOsDsVJHzV88xV5qL+9dZi7QCxwioNxX8xLgr8KWjiKNHjvDc0aOcef8dLl76FZNz8ywUyiTcNhztUppdpiPXhZAunpdEiBW9FOeD73mfZg8s1roIJZBOhU19CiGmOH36VTAlgmCZQmEJYwRWOAjHpRIEcU/zh7zX3WjoCCXiqKMyMNTTTz53nISVUI344MIFRj5zk65dXStrEzPvvsLpk7/t2bOHSzcv8vZ7p1kqLXJ7YprBXkF7upuFuWna852MOwUSiSQiPsKD0RFxQ3eJjqKGWfk4OhNYBMYKPNfDmAjHhuzdPUxYdbh16wMcladWrmCExkrJx1dGOHX6Tb76lb9HRy6/pqzmYdFghBEGRNzW04ksHW6ar7z4BYSG2dkiP/3JL3h6+CBKJhBCgzVxZPYeF737f621GGPYtKkf5VsOP7+Lkdsh1ShAa0NCpBjs6yThJfG8JFhR/45FCBsnlGycMTTaEh+yegyIL42UHiZy6Bnspr+/k6gaoqMyt26NEgbgpxzm5+f513/yH9i2cyuu6zeKph8VDdGkpUbLCCs0DgZPW9Ik+OJLX+R3vv57XDx3lZGrN+MnEzDSPHDSTNYVmjGGjo4sqbzPoaPPMDJ6g6WleYSF3vZOxscmKBbLuI4X7wgs1VqVkZHr1Go1lFL1aokNzPh+dEpAGqRy0aFLym8n4XhkUoKBzVmef2EHw9u6SCQlr/zkVbZt38Y3vvFNMunshvXE2najNu5NYZHYerYq4/h86bnjfPNLX+FH3/sRgnq/PbO+JWOp570RdwJqxiAjw9YtuxkZHeXK2C0WSmVCFkgmp9g1tIXurhyZZBLPTSEczdTiNP/83/5LfvDjVwhqIVI6aG24X/BszXzWCbhZEQ+IHS9ZH1YLjJGEAUjlkstkqCyXsdU0vZluRLREZ3+OS7euMjlxm9//7a+xd3gAu5KY2ADu0fe1HjElbgdttUbUQr76lS/zpS/9Br/68EMSvv8pi7CCu54Srdk2uAsRKOYmF/C9DImkx5HDexkeHsT3JEJahCMplBf5wV//gC3bB/mDP/xD0plMrMNU84oTV8zWRttraXEdg7A1hKlhqeC5cXCyoz1PKp1gbnmRn7/xC7p6u+nt6SSslevtjDaGuzrafXIIKbAiTpgcPHCAbdu3EwYBUqn7f6/+15VJCqWwSpJWGQ5ue5ZfnblCZ6YbAkt//wBCSgwa6YJwLSfe/Fu0Dfn93/090n4qLsNkPffo0eI8ljjsrRIeRsUFyI4NkKaGKw3VyjIJ32V+aRrhWtxUgnJQY7lWY2B4MH4hiSuJzEqh9KPH4u6U06wTPYxNM4iiCCsFSkksNj7zsF7EkXoHshVmWMvU3AwLy0Uc6ZMUaXrzfTy1ZZirl69RLddwHJdStUhEwGJpjis3L3H8+DFSfjrWL/XeqvF973bGHj7yaQGkYGm5yIk3fkmpVkN4LpEGHSmwKWaml3G9Njq7NpFuayOyEQhNrj1FNpcFEeeqhfMI0d/1GLHumWATy3klZePnneDVvb8jrWgEtoQUVKOA7//oh/y3P/82EzNTeEmXfGeWdDrNpUuXqJZrZFNprLRMzs7wxjtvkutKs3moHxtGOELVm1Tdff/703G/gJslLu+5fO0K/+Lf/An/6t/9e0bGbxMoB5HMsVg2XLsxAyQ5+MxRUokUhYVFtA4pLi2hpMD33Vh0NwJ8rThnbe/6ed/viTpzQVtLIpnk4OFnee1nr/GdH36b0Knx0fUxjh59ij179tDb3UtU0yQSLlPzs9TIk+sYRroSE2mktvV3wNl1pM6jyejIaAa2DPGbX/4if/U3f8OHl8/TM9BPvr2b6dIS2axhfGqCwwf24kmDMhYRGXrau+jr7MJDEujVdbqPjsdSGvGJZTGWQwcP8bu/802cpGTXwac4ePQpTr/3Ad293SS9BJ5yCWohqYwi35HC95N4ykEqtykhhHvRaIyhM9/OH//RH/Ff/vOf8dljL+FmLAvhJFWnxND2Lto7XSrVWapBAc8T+A68cPQw/b29REGE06Q3yj4AIyyxur3XuDeMsBhp6gdN4ndGuFqye8sODh7Yx/zSNMdffoFkSjC3MAvKIjywSHL5HOXCMjt6d5PQHkZC5IYQey8PTMP96BbWIK3BMYaEBT/UbG3v5ptf/hq+8Eh3+Aw/3c90YQ5jQqKwSpUaVVHFd6ukZIBipaP+xqrAV/DYioU+8YxYiMKQvXsOMjOzzOTkPG7CZ25hgcm5GYIowIaWdCJN2vXZMbQdpQU2sk2rJLkXkVIIJHGzrqGBAfbt2osONYODmykUKozenGR5WeN52fidQto06pgszcuVtPacNZBO57GBy4XzlwiWS3gDPq7vUa7UmBybwBWSwwefJeuncG3ccSCy+rHRZ+vn+6w1KOswPNjP2VvnyCRzVCsQ1GB6comcSVIq1RDCIYoMURTFGUTq1lnzPOuHtYMfbbgkGOjZzOuvnWa5UCHfliadzlALIhbnF8klM0ihEEaAtvFrC4R8fDSJmBkrJdj9vZuxoaS4sIwwkkymjXxHR1zEoCXt7V313R2fhI1z148y1qLlB1UcbagV5nnh2WGOPLuVdMLD1iKSbopkMk02n6dUKhOEEZ5aab7bmiIzqwXtqQ7mJ5f58N2L9HelaO9sw0tYFheLZDJ5lubK6D5wPQ8bxE29hP20cMuno/WvP9NVbKVAV5tHdy5JylWUC8t0tHVx+MhRaqGmWKkQGhMnXsQKMx4/lFQUFytIDEpF9Pdn8X0olCaZnZ+mUglYXFxGR6axI5qF1rcJUoJaUCXtuXFhcrabvk1PoZTP2OQcI9fHCMoRkRFEIn6Pj2hqKdf61ahaazK5NkQEMtAszi0zu7DE7GKRdJuPciP6N3VhbMBScRapLNYqmrGMLe9OowVoGVErLTM7N0tbpp/RiQsMDW9ByzKdXVlMVHkfp7EAAAIhSURBVAUirDRIHUeumimZ1hNzEkk1qoEOSQkXUzPMLS5Tqwb4foTrwuJCkXKpiKEWF6VJN04IbVB2tpQRQgiWyktUozKLy0ucuzDL2PgU3Z1DGGeOqalfEQYe5eUSoS6C6MRah1ipNndX3JM+afFdQUc+xWLRoyObYHFuhs6hLUhrWVqoMT46R4pFjI4bgK0o+42KqdY2VxQCYwRaJ9iz+1mKxTmMdggDw43rN1lcDCFUpL0UWos6XXXTuon0We5t/lsbkUm57N62lSCaI5lR+K5geWEZqzUJP0/KMVTLmkq5Bu0GberM2CB9wtZrB6sLH2zoQg+KWmgYmx4hmalhrWZhvogxIUJF5DNdJJwsnpMhm25HCi8OkAmayoj7vVItsiHzxRkmFsaYX5jCEZDykigpcVyfoArtuV56ugfwXa9+IfHQOXS//dCa3xuMqM2ffYQpPTwEHsq1GFsGFMJ6CBUSmTLoNHHPDVu37Ve+09yKmvudAhNCYpUBVxOZEGUFrnAQst7B37roSBBF8Zu4kAZh1EOLpkTHwTW/t1xZSzSmFsRiX7qYSCFV/Ap7IUIQUZyMwhIzJWbMgyZ7NkodNoGINKEJsVZgrEQLB2EtVkastC0XyHoFefyGro2St+qFgK2x1TWGxivGMOBEaCxCJFl57uungePJ1mfYTF9ifbVv66drTV0SxlnIlaQURjaoif9QPzvXhLVriKa/w5PF/wbWYo7Z48Lw+gAAAABJRU5ErkJggg==)
scienceGrade6
science
Binary fission method takes place in _______
Binary fission method takes place in _______
scienceGrade6
science
The plants that are grown up by_____________ may bear fruits and flowers earlier than those plants which are produces from seeds.
The plants that are grown up by_____________ may bear fruits and flowers earlier than those plants which are produces from seeds.
scienceGrade6
science
Which is the mode of asexual reproduction in the organisms?
Which is the mode of asexual reproduction in the organisms?
scienceGrade6
science
Which of the following is NOT a pollinator?
Which of the following is NOT a pollinator?
scienceGrade6