science
Grade6
Easy
Question
What organelle does a plant cell have but an animal cell does not?
- Cell wall and nucleus
- Cell wall and chloroplast
- Cell wall and cell membrane
- Cell wall and cytoplasm
Hint:
Animal cells simply have a cell membrane, but no cell wall and chloroplast.
The correct answer is: Cell wall and chloroplast
- Cell walls, plastids, and chloroplasts are present in plant cells.
- Animal cells do not contain these organelles.
- Particularly, organelles known as chloroplasts enable plants to store solar energy in molecules with high energy content, while cell walls enable plants to have solid structures.
Related Questions to study
science
Well developed and double membrane bound organelles are found in
Well developed and double membrane bound organelles are found in
scienceGrade6
science
The _____ tells the cell when it is time to break down food, to grow, to move, and even when it is time for the cell to die.
The _____ tells the cell when it is time to break down food, to grow, to move, and even when it is time for the cell to die.
scienceGrade6
science
Identify the structure.
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)
Identify the structure.
![](data:image/png;base64,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)
scienceGrade6
science
Identify the structure.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAATZklEQVRoBe2ZB1AW18KGSUw0MdaodJRiJYoKisYORinSxI6KYgELIqhYEKR3AelVeu9IFcWCBVBQBBUFLChKQEUTjb8Nnn/g/pnJ3ImxBG8y/83O7Ox+Z3ff8z7n3T1nz34C/JctAv9lvPwD/P898X8S/piE29vbednSwPNrZ3helceryzm01RXRdr+Stl8efozkJ7vmTyX8/OZFfoyz4La1Eg3mo2m1Hccz5wncsZSjftdoHrt8D1ELeHPYkle1RbS3vf5kIO8r/FHAba9e0Bi+jaurBLmm349G8+E8dJjIGeOx7J4hgcbQASiJ92HBsL64KItQZSYL/tMhbT1vanLgzYv39dfl530wcNvrl9xwWcilBd2pN5ahyWost6ynkGM8FxutWeyYOwUrte+xVJmEycxx6IwcgrJoX7bID+Dwamke2I2nPVEfqhPg9S9dDvQuwQ8Gbgg1o1K3OzdNR3DPciw1Djrk22wmYos+/ivVcdGeiuVcecymf4eerBj2mlPZqqyAgIAAioL9UBX5CufJfShdO5jn0XrQWvcuj116/IOAW0syubDgG26YDOOu1QSq3A3JsjYlaI0WbrozsFSZwJapsujLDUZJuDe+G1eQtNsIyb7f4KCvQ7iBBhunySHX8wu0+n+G7+SetAZowf886FKoPxJ7b+CXj3/k0vrhXDOU4J7tZKp8zEjda4zvClWcdaZjMXcCGyaNYKmsOHPE+7Fi4iiyvew6k7UyWkXGPmOMpslx3GUbC8dIodRLAD3Bbhyc3pNXRU5/5LFLj703cN3+FVxY1JsmO0VqA7aSZmWC9woVHHRmsG3GGJbLijJ/qCBaQ4WYPKgXRhNlyPe0wsfWguuZ4RT62FIZuR9bPQ2mSAiiIvQ1+mLd2SLRjUrTsfDLvS4Fe5vYewE/OB5LqWYP6k1H0hy4glzHHXjqzWXPnPFsnf4dFjrK2K5aiN6EkcwS7s1kwd6YTx1O2IrZnAmwpzYthOSdBmiOEGPPgjkkGC/CbJosuoJfsFGiB9EzevKmPPptHru0/J3Ar5+2ctHwO8oWDaTJbhKn7FfhsEAZO+1pxO/dTHVWLLcPJ3ElOYAzBz1RlhRiunBvbH8Yww4lOc5HeuClN5fRvbrhuXkFOXvWYDN3PHvnjEdbqDvGUl/hLNuNloj1XQr2NrF3At/PDeaUenfOrxTngZcaxzx2UeBpRf2hSBry4ji5fzf+erNZJzuIQpftaI4djuqQbzFTlMZjpTqHHLcxRWwAIRZbKD2wm+0zvmODgiSOWpNRE/qKTVJfsXfol1zZPQXePHubzy4rfydwtcMSjs/ryaX10lRZTMVXX4PorSsJM1yA/6p5HFilyd5FaiTampFpa4LklwKdz/JaOQns1CdyOsCOkghPSr0t2DFTDpXB/dn0/QgiN+gwqU83Vgh3Y6d0d47rDYaHV7oM7G1Cfwjc3t5Gmck0jmn04+qGYRRtmchuLWXSrLdwNsyNy2lhXM2MoCLKizKfvezUnMlYMUEMJo1ivsxA9iqNJsVkETEbdYneqke6gxmnQ525neLTmb58/56sGTEI/YECxEztDlXJb/PZZeV/CPzm1UtOGypQqNGf8lUSNIeuozrai8PWRmTuXEWq2XIOLJ5FtOlKLqWEUZURycU4X8547yFt9yqs1SayU2kMhe7mPCpOo6UgipoIJ5JMFpO2W5+6NH/OuGwm1EAd+9G9aPTS6TKwtwn9IXDbm9cUGypSoNaX86uHcNdnKXHGSwnSV8V76WzWyUsRsHkZT84Xcj3RlzKvneSYL8dXdxLpmzSINV3CfgNNXpzPpSbGg0IbI2xV5cm2NKD9UgEVIQ54qo4mZ6s2Z/wsqdgyljfXct/mtUvK/xC4o4ZTJkrkqvTm9FJRfopaT/IeQ8ymjkJNvC8Gk0fy+FQqNXFeFLttI237cuzV5NkxWQpH5RHk2xtxKtiOO5khJG5disF3wrguVabtciH3ciMIWqVKuuVa7h2L4839q5xxMOLathHw6kmXwP2eyDuBS/bokP1DT04sEuHefnVO79/G/hWq+KzT4UZaAHezwznjtZuUbctwmDcBs6nDcdWdwoVQawp9rInfqU9lqC1ms+RwX6fLsyvHaSqMJcF4AdVx7nCngidnMnlwJJ48px3cDDGhre7I73ntkrJ3Apc5rSVjVg+OzhfmmvlYgtRHUGy3nocFoTw6kcT9ggjuZgdTn+rD9RQf7uZF8PRcNtSdwdlgARsUpbgVbcPdgija68t4eekYERsXsnGSDE/OZdN6IoVSj21k7ljO1bQAqpP9uRiwG159miHqncAXg6xImPIF2eqC3Nohi+M0IUJWq8KN0/xUmsuPeQdpzPDn3qEgfswLp7kwluajCfx0LIG1s+TRGS7E0R26VAVZ8aAogfpEb9ZPkGGORH9aTiRQFWaPu+ZEnNQncr/gILnuuwnVVaD5aFSXJPrvIu8Erj0UTvSkz8lQE6J6rSTxSyRZIyfB8+IofrlYSEOaH7dTvDuHmtupvjRkBHIvN5yW3IMsUZRFvn93SpzW8/BkAj9fLORycgCqg/szvu+X1KceINdhCyuHDcB0yghajkYRs9sQZ5UxnN6nx/NbF/7d75/+/U7g5svniJz6DRlqghRoCVO7YxR6I/uRtWEuz0qSaS3NoSbSiWtRztTGuVGf4MmNRC/qo11QHynB6jmKcKWQhyeSuRxize00bw5sN0SimwC5e5Zz71g8y8fLoD92MC8u5uK1Zj6Ws0aRY6LBlYP74M3zPw35W4F3Ar9+8ZyE+bIkKvUhU02QK4bSxOjJYDphCBdtl/LgZAKPygu5FGpHuc9uKvz2cMx+A4nGC/BcPY/W0kwen87gZrI3J+zWk7lRlfNxnshJCOG7cDL1kbbUFcRwJTOEl5eOYDZHERNFSbKMNTmyQ5fHFfnQ3nXfwt4J3NE6Jz3MCRknQOY84X89y3vksJwmTvLy7ym3W8Hd3DCeXDpOVawHCZt1cFQdS7TJYl5eLuTZudzOYancdw/hK5UJ1J3ApTh3lEYPw2mePDlbdThtv477OSH8WJSCvvJUNL6Twk5Dkdg1P3DW3YSXF1J43VD+26A+ev+9gFsbbxM49VuSZvcjVUWQ8tVSnDUZg9N0aYpMVCl1WEul/+7Onvjm0URq8mN5UV/Kz+cLaMgM4WqUC5Hr1Nk2cTB+i6fScjqNDbpa7FqgytlAa27mhHAv/yD3j8RwOtyNAm8rMhy3ctTNlPN+u2jMC6XeToVH6Xa0PW35aNiOC98LuOPEs5Fe+I8RIE1NiNS5g7hrIUfU/KEEqY8mba0yleGO1GaGUJ/iS2NeFLcyQrke59V5q0cbabNJYTD71ORpKAjnUVk+9hvWds6g2uvPUpt4gBMORuTs0qPI2oAz7luoDN3XOdTdyPCnLtWHqzHONCY70OCtT3OSNW3Pf/oo8PcGbgfSTeYTPvFzkuYKcnr5YK6ay7FHQRTH6VI0nTsMPzfx8+VTPCjNpuloHI35B6lPOUBZsA0XY915WlHAL1dLKY49iKPhauwWKlHha861aAeux7pwPd6NmhgXbmcH01qSzs1Mf67GuXEjw4/GI9G0ns/jepQ9tfvm0uyvx7NL+R8M/d7AHcrPHj8iRnM4sdN7kTRHkLs7R+GrIoGOaC8O2xnB7XJuZ4TQmBfJvcMxNORFUpcVwZWMSKoyY6nOy6SqMIfKvFTOJQaR62ZOvocF6a77KAxwo8DHCb+Ny6iMdOB2ViAlPru4luxN0/Fkmoozqc2JI9nahPhty7ngvZWHkZt5eizwg6A/CLhDuaYgGX85AWKVB1G8VJyr22WZPvBrzCdL8mOGB63l+WT7e5Hu40mGvzcFEcGcy4ijJj+B+txIahIPUBFoyTHnTVyKsOXnqiJCbKyIcnXCz9GFvUbridq2kstRTtzNj6D5RDKNx9OpKUjhYl46RbFhHPK0pCLckfsnUynXF+dhlPF7Q38wcMetnWKoSrB8N+JnC3LHbAS+GuKM/KYHAVrjuJvkxK3jaVQXpHP7WAoNeQc736Aac4O5le7buTbmhfGoJItfrpRw4VAaQbtMiXSwxsPKhnB3R5pLDnElxo1iVxNyLVaRZrqIJGMdUk0XcsTBiMuxrjQejqQ+M4hyr63cd5rD4+iN8OblO8E/GLhDsbm+hgMT+xA+tQ+Z6sLcNx+JseIAxvT5Gj9tBcodDTjnZUZFgAWPStL5ubKI5pPp3MyN4WpmNKVxBzkRE8nJ+DhiXJ2ItN5JsIsLlhuNcDPQ5FFeABdD9pG3by0pO/RIMV9BvsNmKiKdaDway4MzGdzKi+n8whK8Ro0n57K4YTGFhx6qvPmp6Q+hPwq4Q/FcchiuwwWInvkth+YJc8tkKL7zRJgv8y1WM0ayXVGSaGNduHmClopiCqKjifb0ItzVjbzwAO6cyqY8wpnzwZYciw3Gy9EVlz0W7Fq+kMQdK6gItaYywpnqWA9uZYfRUBDLjYIkLqbHUxgeQkpAAP4ODuxZpklrSQqhm5eSPk2Ap74qtD1vfSv0RwN3KOY6bcetA1ppYGcnVmUgycUN0tjNEGbit9+gN1qcU7sXcivOnvunUkkL9KI6J5onpRkUuZiyc+YoSgN28aSqiP02Dvg52HP5aDq3CuPItzXkQsg+iqICiXJ1IdHXl6TAYKJ8/AnZ70WwhxeuFnuxXrOEtroTGCtNYK2wAPeNB/DypPenAe58ns1X4T5CgBjlQcQoDeKwjiiNZsOI0pVg3IBv2DxBmojFipTZ61MTaUd1hBPHXUwpj3blfnEyT0qzORbmg5OZCc3nDvG0JB17dUW2Tx3Knfwgbpw9jPs+e/ycXPBzcsbfyZUANw887ZywN9nI9aJ4mk+lojKgOwsGdePmFjFeJKz5NMAdqm/a2ok3WYLzMAEiZg0kWmlQ59vYzc3SlBrJsE1xEGvHCGM9YwQWU4dxYJkyL2uO8lNVMVUZceQEB+BmakzDiQQen03DW28O8TabeHb1OM+vlZAXEYaHjT2+js4csHfCw8apEz473I+Wijzaa4vZv0yFkQIC7BrXj5+spPkleeOnA+5Qfv36DdHGi7GREiB0Wn9iZg8icY4gZ5eJc2OzDOWG0qQvlkRXsjezh4rx7FQM988XkR2XgJ+9DWVpwby4lM+B5SpczQqCOxeoKcgiKySMQFdPvOwcCXJzJyU0kLLsBJrKcnhWfoi7GYHEbFmO3NdfsGdCP5r2jeGZwzCeZFt/WuDOpNvbSbbajIWkAH6KvYj7QZAUFSEOzRPi5CIx6jdKUbO5Y5Y1ADftyVR6m3E92p76JHd+zA7AXHk8MdaboPU6lXmZFGemU5yRSEVeEnXHUrlXnELL8TjuZAVQGWRNodV6nBcoITegN+HaIuCpwHOvSdzZKcXjU2//ePCnOq3fa8aTcaFYjumLm+xnndAdw1aupjA5miKdid8zG0rhyiFEaA0lUkeOgwsnYz1zFKKfCeC/Tp27ya7UJXtxM/UA9XEuXAmxomz/Vo7uW0PW9mUkbdbFT282C+Sk6fXZ54TPF4MDCjxxn8Qdy3HUbx/Bi6brv2ets6zLgTtU71y7jM+SWdjICBA1s3/ntDJPS4SOtaNTq147hHpjaao3DeWEwXAsvxeil4AApopSJC5WIG7FdOJW/0D06jmdf8gFLJ2Fh+40LObIoz1qCII9etC7mwABGiKwX57HbpO4Y6VArfFg7gQavBW248AnAe4QbmuHPF9HbMf0JEDhS9LUO1IWJk9bhFwtUQ5ri3J6qTg1RpI07xlFsfFIguZJsmu8CMbjh2A8cRjr5GVYOFIC5cGCjBvYl2F9vmKiyFdYKglSt1MWvBRpcVTkpsV46raP5IqxDM8aqv4a4F9rrb9Qho/uZFxGCBCv1J8sTRFytUXI1xElT0uUHA0RCnREubZRhicOY6nZNYaEJVK4zBbDYpowe2cI4a4mRvIKKSq3jeKp03ja9k+gxVaeazvkqN4yihpTWSoNBtF0OPjXat+6/WQJ/7bGV69fU+DnhKviAALHf06amiCHNEXI0foXfLaWMOmdZcKUr5Xmzi5Zmq1G02I1mgdWY2jZO5q7O7/j6paRlK0byil9aYpXSnHWQIbzhkMp0+vPjSiL31b51v3/CPCvtTfdrCXRTA/PsV8QNe0b0ueJkKEhTKaGMBkaIqSqC5OoIkiCiiCp6iKka4qSqSVKlrYoh7RFyZ4vRo6uOHkLB1OwZAhHl4hxRLs31w7uouMl6H2W/yjwr4aqj2QRojMWHzkBYmb1JVlNhGQ1YZL+b01WF6ZjTeloBE1R0rVEydASI0NbjEwdcbLni5M+txfZ84Wpz/D7Vfa9tn8JcIezF//znOIwdwJVpPEeK0DolJ5EzR5IzFxhYlWEiVcVJkFNiER1YZLURUjqSH9uf+Jm9iBJpT/F1kt5VH/pvSB/e9JfBvyriaePH1Ea60vs6ln4Tx+Ij8KX+Cp8QcCELwhU/JLgSV8S+n0PImcPIG2lAiXe22m+cu7Xyz94+5cD/9bxg9u1XDuayfk4H86GOFAS6sCFeB9qj6bxoK6K16/ePcH/rd7v7f+tgH/PYFeX/QPc1S36d9P7J+G/WyJd7eefhLu6Rf9uev8k/HdLpKv9/C+jTJD+Yw8hdwAAAABJRU5ErkJggg==)
Identify the structure.
![](data:image/png;base64,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)
scienceGrade6
science
Photosynthesis occurs due to the presence of
Photosynthesis occurs due to the presence of
scienceGrade6
science
Which organelle is selectively permeable?
Which organelle is selectively permeable?
scienceGrade6
science
Powerhouse of the cell is
Powerhouse of the cell is
scienceGrade6
science
Brain or master of the cell is
Brain or master of the cell is
scienceGrade6
science
The basic structure and functional unit of all living organisms is
The basic structure and functional unit of all living organisms is
scienceGrade6
science
A definite shape to cell is given by
A definite shape to cell is given by
scienceGrade6
science
Cristae folding is found in
Cristae folding is found in
scienceGrade6
science
Which organelle gives the order to other organelles to do work?
Which organelle gives the order to other organelles to do work?
scienceGrade6
science
In plants which organelle protects, supports, and provides shape to the cells?
In plants which organelle protects, supports, and provides shape to the cells?
scienceGrade6
science
Which substance is responsible to give green color to the plants?
Which substance is responsible to give green color to the plants?
scienceGrade6
science
Genetic material is found in
Genetic material is found in
scienceGrade6