1.What Is Dry Friction?
![](data:image/jpeg;base64,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)
- The frictional force that comes into action when two solid bodies come in contact with each other is called dry friction.
2.Dhriti Is the Class Monitor. She Is Told to Clean the Blackboard. By Mistake, Dhriti Cleaned the Blackboard With Water. Now the Teacher Cannot Write and Said That She Has to Wait for a Few More Minutes- Why Did the Teacher Say So?
- Friction plays a role while writing on a blackboard or paper.
- The blackboard, when cleaned with water, became smoother, which led to the reduction of friction.
- Since the surface got smoother, the teacher could not write on it with chalk. She suggested waiting as the blackboard would not be as smooth once the water dries off completely.
3.Why Are Two Wheels Attached to This Chair?
- The picture shows a wheelchair used to carry old or sick people.
- This chair needs to be dragged.
- Adding wheels to the chair's base reduces the friction between the chair and the ground and makes it easy to drag the chair.
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3lkG/7PPtAVc5/dsMAgbTyBn36ebY2jNzo1nL11v52en3HiYzK8prOGFxeHVOUr2asra7JrXyV9PvPlr9nv4feFfhJ8V4Nc1rwjZ+JL1fNkfw1q/wC4i0/c25TbIwZW8r7oZ94KHr0NfRGhfGTwMPihH458RWiXVnrUkckXhXS4muJtAu4kEZnuYiqrICqKQVO1W5CsWBCeKPCOm+MrFbXVLOG8jjOU3jDwt6owwyn3BFcLF8D7HwpaXWpajfal4h/s26W/tor2cmFLeJlcwSRrhZFKqylmBJB6g183Q+t05yUZqUZfzLWN305bJr/wFroz2s0ymhiEqr51KKs+WXxJLZ817N23V0+qPT/jX+0vrn7YOkt4X+HnhPxFqHh6aUf2lceSqvf7WBEO4sIo4twy299zY27RyK+bP2p/+Cdvj/wd4RuvHGm+DntJtNAu7630e8juJGRfmMwhTBWRMbsx7iccjuP1M8MR6fD4bsBpEFva6U8CS2kVvGI4kjYBl2qoAAwc8VeHXkBh3B6Gh4OLrKvUbutNHZfJf53d+uiPksHxBWwlL2WEhGMXq7rmb9Xp00sklbpqzif+CWH7cEf7af7OsNxqVxbt4z8MeXYa5GnHnkrmK7A7LMoJ9mVx2r6ar84/+CUPwXuvhJ/wUV/aE0/To5I/C+jrHbx8fu0NxMLmCPPTcsbPx2GK/Ryv2rJcTVr4OFSt8Wq9bNq/ztc/NOIcPh6GPnHCfA+WSXbmipcv/bt7fIKKKK9Q8UKKKKACiikdxGpZiFVRkk9qAPmb/grZ+0tJ+zX+xnr02n3Elv4g8WOvh/S3jOHieYN5soPUbIVkYH+9tHUivw98NeG18Ra5pejxgqmo3cFiAOoEkip/Jq++v+DgH462fi74q+AfBWm6hY3lvoen3OsXv2edZPLmlcRRq2DwQsch59feviX9kuyfxF8cvhvbyM0kl/4gsW+bnObhXx+QNfkvGGKlXzONC/uw5V85at/dZH9DeHeDjguHquMt79RTlfygrJffd/M/bL4n6xD8Mvgz4hvoQlvb6BolxJEFG1Yligbbj0AwK/CG0ZntkZvvyDe3ux5J/Mmv2C/4KnfE5vhh+xN43mWC4kXWoF0YzR42232mRIiz+ilWYZ7HHrX5AjgV8zmF+SPm3+h6HhvRXLXq/wCFfm/1Kus6j/ZOmyXO3csOGf2TPzH8Bk/hViWJbmEq3KsOoOPxB/rRJEs8bIwyrgqRjqDWLoPiOFLOOzZnkvbUtBJFGpdl2Hbk46DGOTXDGDlG8Vqv6/C34n6NUqKNTlqPSS/H/g328j6y/Z8+IsnxB8Br9sYvqmkv9kumJyZcDKSf8CXr7g1678GPDGtaj4p8Tatp+j3uqabpOl2n9oSWa+dNaBprja3kj53X5WyUBK4yRjkfJ37LesvpfxYe1DN5OrWTxumeC8ZDqceuC4z6V+n3/BJBf+Li/EJv+obpo/8AIt3XDwxlNKpxJDDy0jNSenT3X+TX3Hy/GmZ1cDklTEUrOUJRWuzTkt/k/vPINQ1ix1PQL7yby0kX7PIGImX5coevPH416X8fvib4f8S/sJNp/wDaEN/capotjA0FsGnYZMQJfywfLAx99iADjkV9keKP2e/AvjXWY9Q1bwf4b1C+jfeJ59PieRj/ALRx83/As1wX7d+hWeifsV+Orextbeyt7ewR1it4hGihZYzwFAHQV+u4jhH2NCpP2rdk2rKzuk7dWfiOI4yWY4nDxdLltJJ63WrV+i7H50eF/iVq3gsraahDc+INLTIjuYyDfW47K6nAlUDjcCG9c9a3k/aA8G3tpILjUpIlYFJILixnjlIPBGwplvT5Qc9s1ycnEjfWk3t/eP51+CYTizEU4ctaKn53s/no7/cj+iq2Rwcr0pcq7NXXy1T/ABZ9H/BD9u3wn4V+CPhnT7y38UX+pafYJazeXpjJkp8o/wBYVP3QO1ezfAP45QftA+G7nVtP0m802xguGtVFzPE0xkU4ZWjQkxnoRu6hgRXwSTk1Jpt/faFcXUumapq2kSahEIbs2F7JbfakGcLJsI3YyRk8gHGa9DD8ZOVVvE01yv8AlvdP5uz/AAPjcd4c0/ZL6nVfPf7W1vkrry37eZ+jH7CviW38Xw/FK+tVtzD/AMJzeWgmiA/0jybe2i3lh97lSAfQY7V7xXzD/wAEnNMTTP2bNSWKNY4W8Q3WxAOAAkS/0r6er+lMhxHt8toVrW5oRdvVI/nXPML9WzCvh735JyV+9m0FFFFeseWFZvjHxhpnw+8J6lrmtXtvpuk6RbPd3l1M22O3iRSzMx9AAa0q8l/bn+B99+0Z+yn4y8I6XdTWeqahaLNZsnPmTQyLMkbA8MjtGEIPBDGpk2k2iqaTklLRHjfxW/4KUa9f+FtUk+HPg22mulhZtNufEN0YY7s4yreREC4VuwdlbpkCvyu+PH7c/wAWv2nZP+Kw8aaxLZ7j/wASqyf7DYxtnBBhiIDEEY/eFiMV7ZpHxP8AFvw+8CapZXHhm60O90ON4Wi1KUCTTmiTMgaPl5JN2TlmAZvQdfPvCP7Fml+K9Wk0vQ4/GHiTVJHa5ltbW4V5Y2lcuzSSYCxgsxOXYcdM1+I55xbiKtV4T2j5rtcsF23Tt1Wmjfe5/R3DXDWVYCmsbKknHlT56jXya5rKz11S7W6nzb4lt4bTQtQuvLjE0dtLtlI+bJQ4568nFe5f8E1fh3cePf2x/hjbwL+70O6Gs3R/hEdvAxIP1ZlA96b+0v8A8E6fHvwZ8TJdXngbUL7Qo4RJb3WnzyavGhI+YTsOQ454KBQOhJzX2Z/wR8/ZQf4Q+Arrx74gszpuueLo/smkWlx+7mttPQ7idh5DSsNxHUIidM1w4ejNNOSemuv4Ld3/AOHPRz7P8LLLqk6Eov2i5Ek7vXdtWVtP076dV/wWV1JbX9jCa1baU1HXLKF1b7rKC7kH/vkV+YfhP4XeJPFuifa9B8NazqWnxIxSW1tT5TBQchCcBsYxxmv0i/4LX332L9m/wmWMPl/8JbbSMJoxJGdsUp+ZTww5zg9wK5nw1490WfRLFLS8BVUSCGHYfOdgkZCiNRksRJGcKDy4rprYZVFGTu/Jep5XCOYSw2DlGNleTd36JeW1j81VF3rkKvPJ/Z9q45iR/wB8/szjhfovPvVi3uNP0ZUtoXtod33YkI3Ofp1Y/ma+qPFX7IGp+BfjBr2peJvDdroun+MV/tPw9DMI7i4gjEredvhYFYmZnVivJAcdDwNHT/Ad9oZ2WN/ptpH6Jo0St+akD9K+VzTNaeFryw0unTVLVX6KXfqffZbiniqEcTRXNf7V09tH1jbVdNOp4P8AAexvbH4paXqUml60tlapMXl+wSgZaMqByBnJP6V+hP8AwTt/al8K/Avxh4vuvFEXiDSrfVrWyhtpX0qV0cxvOXyVBIx5i9Rzn2r59k8N6ncRnzvEGqbcc+VFFFj8duRWVB4X8P3+rJZyahf69qD8pbvqUt1MfpHGc4+orzsr4iqYfMYY/Dw5pxTSSUpb36e676s5eIMnjmGBng8XLkhJpt3UbWtbV83Y/XL4ZftkfDP4weIIdJ0Dxdpt1qtwD5VnJvt5pSBkhVkC7iACcLk4BNJ+2hb2l1+yZ8RVvpFigGgXbgnu6xMyD8XCj8a+Af2XP2dPGVp8bfA+p6L4D8QWdnY6/Z3V3ey2DWkMFusg812eXaW/dlxhdzHOMc19hf8ABUPx1H4U/Zan0wti48Wana6RCv8AfBYzy/lFDIfwr98yjiPE4rKK+Px9B0nBS0aa5ko3uk9bPVddtz+dc44bw2Ezihl+X11VU3HVNPlblaza0utHst9j84fCviq38UWa7WaO+jRPtVpKvlz2zlQSGQ8jnPPQ9jWpWL4ystJvZbH+0oGa4vLlbS2mhys8btkgh1IZVGCSc4HpWhpGmyaVa+U95d33PyvckNIB6EgDP1PNfyrOMOXmjdeT/R9fw+Z/WFOU+bllZ+a/VdPvfyLVVNa12z8O2gmvZ1gjZgiA8vKx6KqjlifQCrdc/d+Dl0TTLu60tWm1sKZI7q8Y3EsjDnZub7oYDb8uMZ9qKMYOVpv+vXp9z9ArSmleC/r06/evU/Rr/gk5rcWtfsryYiltrqHXb4XNvLjzISzK6BgCcExNG2O27FfTVfnX/wAEq/jHa6D8cZdL85o7D4haaJLdWf5Dd2wLqvoHMTSjjr5XP3RX6KV/WnBWYQxmS0JwVuWPI12cPdf5X+Z/InG+Xzwed14Td+aXOn3U/e/W3qgooor6o+UCvyp/4Kk/8FJ/iRq37Sl98J/hfqWr6DaaLdw6ZLJpC41PW9QcAmKJx8yorOqBUwWYNk4wK/Vavw1/au8SQ/Cr/gr/AKzrVwjNDofj6w1JkXhpM+RIFHuxYD8a+c4mr1aeHpwpSceecYtrRpO97PofbcC4XD1sZWqYimqnsqU5xjJXi5Rta66rV6Gp8Jv+Ca/xm+KHxtjs/Ht9rXhW31CP+1NevW1pbnURG5wqOiO22abBxv5CqWI6A/pX8Ifg14Z+A/gm38P+FNKt9J023ALBMtLcvjBklkPzSSHuzEmrvgbRLrStKmutTMMmuaxO2oanJEpCtPJztGedqLtjUHoqCtqvzbEqjGrJYe/K3u3dvzb89z3MVmeJxqhLE8qstIxXLFeiM/xZ4pt/BXhq91W685obGIyFIhmSU9FRR3ZmIUD1IrD8B+CLhbz/AISLxCFuPE14mSG+ZNJjb/l2h9ABwzDl2yScYAm+I/h6+8T3Phu3t0RtPi1iK61PLbSIYo5JEwO+Z1hBHoTXTE5rPmtGy3Zw8t5XZz3xQ+FPh34z+ELjQvE+kWOs6ZcDPlXMQkEb4IEi5+6wzwRX51ftT/CXVP8AgnhaeGdRtfF9vrOtNey/8Iyg08rNFsjgD3d2WYoxRYoQqqAGfnoCK/Tavzp/4LlRN/wnnw5fnadPvFx7+bHR9ZnSpy5e3/A/U97h/DxxOYUsNUb5JPVd0k3b52sfM/w4/Z++L/7aGvXWtaTY+IvF1xayFbjWdQ1LyYY5DyVEsrqC3QlI84GOK9A+Iv8AwT6+OHwb+Hb65rHiO302zW4gtRbx+Ip5XDSuEGFVcHGckA9Aa+6P+CYl1Y6F/wAE+fAd7LJb2Nqtvdz3M8riONT9tnDO7HAHQcn0FeWftb/tHWfx+1vT9J0INN4V0G5N2LxgV/tS7AZFaNTz5UYZsMfvs2QMAE+Tmk6GGoSq19Wk7Xe8ull6/hufVYHOMfjsxWDwcIwpqWtorSCet209bemux8c2v7JmtaspOveNJpj3W3SVwfqZHr6q/wCCQPhjwv8ACT9rHTNF0G+sbq91DTdQ+2MksbXE5xG5ZwnQAxqAO1eXeP5Ft/AWus7LGo065GWbbz5TVj/8EQGj079v3wiqxpH52kX8fyqBn/Rs/wBK8/gXE4nE5nRq1amkZrRJJO6a1sfRccYOlHJcTGEdVC93q91t9x+4VfFv/BXLXFkvvh7pO7O172/KehVI41b8A7jP+0a+0q/PX/gqbrn9qftQaPZKx26T4aUuvYPNcuQf++Yq/YvEPEOlw9iWuqS++SX5M/B/DrDqtxFhk+jb+6La/FHy5q3+keOdFj/54Q3NyPb5Vjz/AORK2a5+2dp/izeqeY7XR4Nns0k0pb8xGn5V0FfytWVuWPkvx1/U/q+i780vN/hZfoZXhbVZtTfVFmbd9k1CW3TjGEAUgf8Aj1aoODXPeBSRq3ipP+eetNj6G2tz/MmuhpYiKU7LsvxSY8PJuF33f4NlP4Y+JLz4LePYtas7RjB4b1WHXLLBAV13bp4R3XjzOOmJAB3r9ltD1m38RaLZ6hZyebaX0CXEL4++jqGU/iCK/HUqHG1hlW4I9RX6S/8ABO34iyfET9k7w39oP+naD5uiXOTyWt3KIx/3ovKf231+3+EGbOcsRgZ+U1/6TJ/P3fmfhnjFlKhHD46HnB/+lRXy975Ht9FFFft5+GBX4R/8FXdKkt/+ClvxMjj1C70V3v8ATLiG/tcefZt/Z9m4lTcCNytyMjGRX7uV+Fv/AAXU02TTP26/H0kDeXNeaTplyje/2dY8/wDkOvl+LGlhITfSpB/ifeeHkXPMatJfao1F+B0H7Cf/AAXg1Twp47s/hl+0datHfXU4tNG8c2Nqfs2qFn2xrdRIPlkbj50GM9VHWv1G0nV7XXtNhvLG6t7yzuF3xTwSCSOQeoYcGvzf/wCCZHwM0v4vfsiftB3WqaXYalNpMVje2L3Fusj21zaRyXaPGSMo4IGCuDzXrXhfVtW8FzSX/hfVrjQLm+AllSNBNZzuRndJbt8jHtldrH1r4rHU6boUMVy8rqJt22unbRdLrXT5I+kWQyeNxWEws+ZUZJJS3aavv5PTVerPs6ivm/wj+214imn1C01Pwrpd9caXMsMktlqLW4mzGrhwkiNjO7pu7daj+KP7f+qfDv4eaxr9v8ObzVm0m2a4Wwt9WD3d4wwBHGixHc7EgAZyTXmxoylJRja721XU5amW4uEXKVN2V7vppvqj6Ur84P8Agubr+Pin8NdL8n/mF313527r+9jXbj9c15pr/wDwc0eKdO1DVIY/2c9Ws/7DkMWopqGsmGSwZeWWUeUNjDPIPIq7/wAFMtb+JXxW0P4S+PPiJ8N7f4aSajb39lY2K67Dqsl3EywTiUmIARrg8Akk+grvxWS4qlQqVKkVaKd9U7eqTNOFsdT/ALXwtr+9LS6aurNaNrU534K+IdW8V/s8eG9Gn8VTR6fpM10INPmxNDbg3EjApDuC7gWJy6v1r0v4ffAHxb8UYlOj6f8AETxVGx2/abe0e3tc+m9UjiH519sf8EXvA+gz/sFeEdQ/sXSTqDXF75t0bSMzSMLmTkvjJOMd+1O/4LM/td3n7M37Mq6PoN19j8TePZX0y3uFk2SWNqq7rmdcc7ghCA9jJnPFZy8P8PUoPMcwxUnFrmslFNJ68qk+Z9bLY9f/AF8xMcweU5XhYKfO4XbbTadnJxXKul29dD8jf2q5bvxX8Zbfw5ptrNPJ4fhbSZomP23zrzzclYkjZhM6/dLZPIIGea6D9nvwV8cP2YP2jzqnhfw34rfx34J0saveaXdaKlw9tY3C7N8tuoD7GBI+XDryeMZr9CP+CDn7NHw/tfgf/wALOtbvSfEfjTUpZLR2T943huJTxbAH7sjjDu4+8GABKjnu/g7/AMpzfjF/2TjSP/R4r28n4Rp0aNGopuLb91KzcU02ryad33tZeRzZ1x3J1MRg4Uo1IxVpOXMlN3jF2imrR1dr3dra9Cr/AME+P+CxGi/tVeJYPBnjTTrXwj44uD5dkYpGNhq7gHdHGX+aKYYP7tySexJ4ryr/AIKMO0n7a3iLJ4TQ9JUD0/4+j/Wuf/4L2fAf4f8Aw21Hw58RNI1Sx8NePtXvFS50+2Bjm1ZE5F8Nn+rkhYLmQgBgQCcqK6D4GfCbxB/wUy+GNl8UrHxJo9r4tgsoPDfiHT76B/Le7st+LhXQkr5yTI5BUgHOKz4rw+YZhl1bJo2nWXLKLVlzRUk3e7spLquujRy8NyyzAY3D8RQvTw8uaEou8uSbi7WdruMtbPo009jxVYI0naRY0EkgCs4HzMB0BPtk/nTq2vip8KPGXwY+Id94b1rw3NdXNhHHK91pNyl3busgJXaG2S5wDnMYx61z9vJeXOpWtmmh+I2u76UQW8I0yVnmkIJCqADk4BP4V+A4jh/M6NV0alCXMtLJX/K5+74bPsur0ViKVaPI9bt2Vu+tiLT9Gh0y/vriMvv1GVZZQT8oZUCcfUAflVut23+E3jS8l8uLwN42kfptGiT/ANVrM8T+FfEnhDW/7LvvCPii21NrdbpLaey+zs8TFlDbnIUDcrDk9RSlkOaP3pYedtNXGSXZatWCnnmWN+zp14Nu+ilFvu9E7lWvtT/gkd4lNx4V8e6Kzf8AHhqkF4i57TwAE4+sWPwr5G8BfCjxJ428XaDp1/8A2b4Ys9Z1CKxluJpftlxZ+aSqv5aYjJ3lRjeR82c8Yr9H/wBlv9j7w7+yxY3z6Ze6pq2saxHEmoX97IMz+Xu2hY1ASNQWY4AJ56mv1Lwx4ZzHD4/+0KiUaaUovVNu9nsr9bb2PyzxU4iwFXALLo3dRuMlo0kk2t3bpfa/metUUUV+9H8+hX4K/wDBdT9obwH42/4KFXmi+H/FGk61qVxpOnaVcxWEouBBcxzT+ZE7LlVdVK5Gcjp1r7j/AODhj9tTxh+z7+zn4b+GfwxfUf8AhZXxs1B9EsTpkTTahbWKKDdy26KQTKVZUXBz85xg4I/Lz9rf9mP4NfBPWfgmvwZmi1rQtQ0SG/v9amz/AGhqOoL9qW4a6VvmhmEgCtCcFNoGOMnwOJ4U3l8nVvZWat3Wq+V9z7LgOpWjnFNULXkmne70ej2a1tt+R+m3/BDfwjbyfsQfFTUpHj2a7rN7bTDOdiw2UcfI7cEmuR8GX8eq+DtJuoW8yK5soZUb+8rIpB/I18LfsgftQ3H7B/7Q/hzxlpOr+KdQ+FvxVkl8GfExJrRl0XR9Xl81LPyJT8rzxwqkj7eVVnUk5wPsT4TafqPwb+EPhPw/40tbjQdZsNIt4tt2uFvAqAAwsMiT5duVUlgeCoNfLZ1huXK8Gluor8Yo+24fzCLz/MOeVuabav5SkvyJdFTWrb44a7M+lmPwtqGn20NvqAcETahBuM0JXqu2GWJs98+1X/iv4G1z4p+CZvCfhfW5PDXiTxVcW+k6Zq0YJfTZ5ZkAnUDncihmGO4HSuE8QfD7xD4O/ar0HXptA+IiJr2m3Go3eLsz6JpWmrGsKPNZIpaG8lnVTvY/6peeQQOv8f8AgNf2ifB91pOm6pqVnpemyw6pq+u6Rfm0k0e2gcSSNHcqDtuCgbao5HJOADXlxw8IYvDyWzUG/Kzs/wAj1JZtCrluLfMrp1Irzvflt630Pz8/4Ko/ATwv+yD4g+KHgTwjJqF1pmjxWdlcXuoTme81W9eCH7XdTufvSSyM7HsM4HFfQ3xz/aBs/i5/wR//AGR7zUdVS/8AE2nWV1Z3FsJBLeGGBTaiVlzkKfJUbmwCa+T/APgor4IsfDmo+L/C/h/xBrHimxn8VfYNP1fVL7+0LzUlMuEkkn/5akgfe6EAV2+g/BT4f+Bf2FLO4W41JfH666kFrZXyPDFd6Oba6P2y3B4nRriNtzjhCFXAzk+1UxClhMZBK7nOo35RjZff0S9X0PLpYNwx+WVG7KlTopLe85uT+SV7yettF1P1r/4IYftI+C/EX7Kmj+A4/EFjF4z025vZ5dGnbyrsRNMzBlU8ONpBOwnHfFeEf8FWrZ/2gP8Agqz8OfAN2zSaXbJpWmmDPAFzdebOfq6CNT7IK8A+D/gbwjZf8E0Phj4n8Jrqln+0Hpuo3eoaIPDsPmX9zaWxEk890F+7DEgJEjY5+QbtxFXfin8VdN/ba/bc+GHibVry/wBIh8cQaHaatLp832e4srhH+zTmF8HafMRirY4BHpXTjMRNYGlhJpb0vRxvHfezTtffdPrY4ctwNN5tiMwpNrSve61jPlk7q1rprmcdneMl0u/0F/ai/ZK8Vfsx/FSb46fs+2EY1bYv/CX+CoR5dn4ptVxl4YxwlyqjjaPmxxzkP8p+F/8Agqr4fsv+CgHjz4seGfCviTXJvHXg7TPDXh7SGgVJp9WSVP3UvzfLHvO0OM7iOByDXpX7bv7JPwu/ZA8I2cEPjv45eJviB4oc2fhjwzZ+LGe71S4bhWKhMrCrY3N+A56fFMH7BPxW0D4w654F/wCEbOo+KvAOj2nirVrHTNRjWdrMujAW745uDyAFGVZSRnAz05pisbRrQjhae8veS96109VorNq7trte2uvDkGByvE4arPH1XpC0G0ouSTWj1d0mlFO8bJtc2i5f1M/Zh/4J5X2oWvib4hfG+a08XfFv4gadNZXYkUSWPhy0ljK/YrVTlVAU4Zx16DjJb5r/AODfDxDP4Y+L/wAVvBplZrdbaC6KsestvPJbFvqVKg/SvRP2W/2Ivgv+1t8I4fGnhb4qfG77NHldQsp/FpW80mdfvwzrsyrrg89CORXkf/BADQhH+1P8Sbi3kkmsrHRTbpK53NIGvjsLHuxVMk9zk1rUvHG4Rxildz1TvdON23ouqTuctDllleYxnJtpU9HHlUWppJJXdrJtW7H0J+24v2b9qrUI/wDn40OyuD9fMnT/ANlrn/2c7A6n+0z8P4+1vqU90f8AgFlcD+bivN/+Cuv7XMnwV/baj0vTdHs9am/4RW0F0ZbpovsrefcOqnap5KuGwcHFUf8Aglj+1RqHx9/bW0HS7zw/Y6XHY6bf3glhu3mZiI1TGCo/vda8DEcr4hUbr4o/gkz6rCxqrg91OV25Ja9NZNfqfqxXzn/wUT+Gg1DwJpvja3JS48JymO+wufOsZiqyZ7/u32SA9grdia+jK5H4++KPDvgz4I+LNS8XT29v4ZtdKuDqTz/cMBjZWXHcsDtC9SWAHJr9CxmHhXoyo1NpK3/B+W5+P5fjKmFxMMRS+KLTXn5fPY/MX4zfGfwn8OdGurXWtet7G+aIyQQQMZbwOOUZY0+bIYAgnA461+ln7L3xqs/2iv2e/CPjWxmE0PiDTYrhztClJcbZUZf4WWRXUr2II7V/OfpxWeE3HlSRtOxf96S0xXPy7y3JbbjOe9fpB/wQH/aa1Sy8ca/8I7xvtGi3NrLr+lZB3WUyui3Cf7j71cDswb+9X5vwhm8aeMlg5bT2fmv81f8AA/bfEXhmpVyyOZxd5U91a3uyt97Tt23Z+plFFFfqB+DH5S/8FZ5vGEP/AAXY/ZHbwhb+F7rXF0PVjokfiSaaHS2u8TeZvaFWcMI9pXaD82yvhf8AbsbWPFv/AAUs1Qto/wAP49YNrIviNfh5Je3WkXmrg4Yu1wiL9qVW2ymP5c/eO/Nfpx/wcO/sW+LPj9+zr4Z+J3w2h1KT4ifBPUX1m2TTJ2t9QutPdQLyKCRfmWTaiuNvPynHOAfnHUvi/wDs5/tJ/B74C3nwt8QeDPCfhu/v7XwZrvhfWUja68JAx3N1NdT+a6s7iRCGmfIkL7i2civH4go4itl9SlhYKc5KyTaW7V3d9lqfQ8LY2hhM0o4rETcYwd7pN7LRWWtm9GTfsvaHeftTfBDS/gX8X9J+HvhTwD4BuYfEul3Om3pm1XVb1biZ42nDAwhRvbzOu7hc8k19K/Fj9pTwH+x38FbGbVteh8RWfh27SSPV9cdCkczsQkFs7Y3TNnYixkiNSWZgF5+Sf2VfB1r+1V/wUSuPA3wB1K0vvhn4LtGPi74maVpQ05opznFpYurskpYhRlwy8MwUhQT9h/8ABT7/AIIfeEf23v2VI/Dmg3l3YfELwwWu9A17Vr2W8kuJduHguWYnMUvQlQNpAYDgg/N4HJcyxcYf2raPKkrJrVLsk3bTe7/yPTzjM8vp1pyy2Tkpty1TTTe97pX17LYf8PtFj8P/ABDh+Id18Vo1uNchju9b0gBJluAYvktY1U7tkW75CqF8g8nca5/4tftZ+AbzWNW8DyaLqU3gRoHi1tNG+zWcmpTSgma0be8ZjUK2JWX52ZiuVwTX5Z+F/wDgoX8Zv+Ca/h3/AIUp8dvDXjzRbjw/c7LPWLa8Zbp7TYyrbq8jCK4tySrJLHIrgKBkjgedW/8AwUtsfGmhaHpngn4S6Zr3xGvpmF5bDR1uLd2Mh2CARs08jsNpLOB8xPXrXn5hkGb0aqlgYRm1rdtcvpytxd/vS8zuyrMMorRbzOpKKta0U7+t0mrfi/Lra/aA+HcfwvuvCNnp9ibXwva+JXttO23QufKTbM1tD5g4eRV2AkZ5FfcP7WXwe8aeMf2KvgP4EfTfhfrE9ppdtqvha18LteT+JDpcduXupZWdBHHblWJlYsAzqApJ4r1v/gnP/wAEe/H3xd8Aa948/aaeK28SeIdIudO8K+EY41W18GpPGV+1ui8fbACAMkmMZydxOI/2BfiN4N/Y48O/F74UfFS2h8I/F2PT7uxh1nVblmh1ixW3f7NbW8r/ACxRLyY41IV94Iy+RXqZbltfC0fY5g0pVU03Fuyd27XfVqWnS666X7Mxzynjqn1jL039XlFxTSu4qMY3svsxcfetraWttWuR/wCCR+jeO/hj4X8TaP4F0H4T+H/Emt6bHrZbxob+HVtW0SWIPBNbFFaNrMDJwh4JBcA4rwm8+BN9H+wT4K+LulxyQtoniu80a5uLdSVgjLRTWsueypOJFBOB+9weTX0b+0H8bfAfxY/YH/Z9+GXguGXxd8dm8L6RYaRJoNyUu/DvmWUUdzHLMh4DpujeEngEs20KDX3/APs8fsP+Hfhh+w7pvwb1y1h1TTbnS3t9bHQXVxNl53B7ESMSpHI2qe1dkstjiYfVKctIQa5t7Sbi4/Nct38u5zU88qYGf9oVoJSqVFLkta8EpxlbryyU+WN+0lrY8X/4JKfCrS/jP4ek/aG8W+I18ffFTxQ0lnc3UseyPwukbFDYwRdIiBySAMhhj5Tlr/wd/wCU5vxi/wCycaR/6PFfI2r+Dfjd/wAESfjTqGqaDDN4q+GesTbWnljeSw1GMD92LnZzbXaDgSY2vj+IfKMHwv8A8FirXwv+3D43+Mlv4HM03i3wpZeHYNNk1qHZbXFu4dpGdVLNG3IAVd3HIGaVPOcPQjCljP3dSL95O+ujvJP7Sb+fQqvwzi8XOriMs/fUZxtBxa91c0WoSjdcritOi0vc+h/+CsHw5T9iLVbj4xfC3xPb+CvEnxAL6DrugbN9r4jEsbhrtIs4WeEHeXxjocgk7/iD9nv9tLxn+wp8K9c0vwhpNvofiL4gJBdp4g1ZN7Jp6KyQm0jYYOSZX8x9ykkYU4r6G+DH7M/xb/4LA/Hu1+IXxTW80P4c2b7UAje1iktwwP2Owjb5ir4xJcN15wScAfq4vw60BfD9npLaLpcmm6fAlrbW0lqkkcESAKqKGBAAAAAqYYOvjq0sXQk6UbWhdXevxS5XtzWSXze7Kq5phMpw0MuxUY4ibadVKVkuVe5T5lfm5LtvdXtG7Ssfza614sm8V+Ib7WdY1m41rWtUlM97qN9ceddXbk5y7nrjoOwAAFfTf/BGfULx/wDgoh4M/stWuENrqCX/AJfzCK3Ns+WbHQeYIxz3Nfspdfs2fDm+fdP4B8FTN6vodqx/VK2vCHw18OfD5ZBoPh/RNDE3Eg0+xitt/wBdijNcmB4LlQxkcXOu5NO/w6v53Z6OaeJ8MVltTLqWEUIyjyq0tEvJcq26am3X5y/8FwPB3xo+O/jjwX8O/BfhXxFrnge+tTqF4umQ74dQvVkKiK6c4VI4l2SKGIBZs8lQB+jVFfX47CLE0JUHJxUt2tHbquu+x+bZTmLwGKhi4wjNx1Skm1fo7JrZ6rzR+Sv7Pf8AwQK8deMLiO7+I/iPTfB+n8E2OmEX9/J6hnOIo/qN5+nf9CP2U/2Efhr+xrpLR+C9D8vU7iIQ3msXshuNQvVznDyHoucfKgVeBxXsVFcmXZHgsDrh4JPu9X97/Q9HOuK80zXTGVW4/wAq0j9y3+d35hRRRXrHzoV8kfH3/ghf+y3+0n8Sbnxd4m+Fekrrt/J517Pp08tgt856tKkTKrMe5xk9ya+t6KAON+BH7Pfgn9mH4c2fhH4f+F9H8J+HbDPk2OnQCKPJ6sx6ux7sxJPrXZUUUAYPj/4WeGfivpB0/wAUeHdD8R2LAj7PqdjFdx89flkUisT4WfsyfDn4Huz+DfAfhHwvIxJMml6TBayHPX5kUH9a7migArzP9on9jr4a/tW2VrF488J6drstgCLW6YNFdWwPUJKhDgHuucH0r0yipnTjOLjNXT6PY0pVp0pqpTbjJbNOzXo0eS/s6/sL/Cv9lO8uLzwP4Q0/SdSuk8uXUHLXF26f3fNkLMq89FIBr1qiilTpwpx5KaSXZaIdavUrTdSrJyk9222382R3VpFfW0kM8cc0MgKujqGVwexB4Ncfbfs3fDyy1s6lD4E8HRagTn7SmjW6y59d2zOfeu0oqmk9yIya2ERFiRVVQqqMAAYAFLRRTJCiiigAooooAKKKKACiiigD/9k=)
4.In Which Directions Friction Force and Motion Work, Explain With an Image.
- Motion and friction force act in directions opposite to each other.
- If a vehicle moves towards the east, the frictional force will act in the west.
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)
5.Why Do Aquatic Animals Have Streamlined Bodies?
- Aquatic animals like fish, whales, and dolphins have streamlined bodies.
- Ocean and river water exert fluid friction on the bodies of aquatic animals.
- A streamlined body is tapered at both ends, which helps in reducing friction and hence swimming in a better manner.
- For the very same reason, boats and ships are streamlined in shape.
6.Why Do Aeroplane Wheels Sometimes Show Sparks While Landing on the Runway?
- A runway is made of concrete. When aeroplanes land, their wheels touch the surface of the runway first.
- Due to the high speed of the aeroplane, static electricity is produced as a frictional force acts due to contact between the surface of the wheels and the runway.
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6H440+y1S4O2Ox1cGwnc+i+ZhWPsGNfjNFLHfQBl2yRt7Vl6v4E0vWQfMtljkP8cXyt/hX7fmX0dOIaVBYrIszpYqLSajUh7PmT1XLUpuUXdbNwt52PUbwcnacHB+Tv+D/zP6KB80asuGVhlWByGHsaK/Bf4K/tVfGj9l6aP/hCfHupSadGRnStRb7VaOP7vlyZUf8AAdp96+uPgp/wcCXGl3VvZ/Fb4fy28bELJqmgvkD1YwSHB+iv+Ffjue5ZnWQNriHA1cOl9u3PS/8ABsOaK/7es+5Ly1z1w8lPy2f3P9Ln0d/wVP8A28U/Yv8Agktroskcnj7xcr2uixZy1ovSS7I/2MgKO7kdga/Hzw3os1o1xfahNJeavqMjT3dxK5eSR2O45Y8kkkknua7D9on9oHUP2zf2mfEXxE1ATJpzTfZNFtZDn7JapkRqB0Bx8xx/E7VzWsarHoumTXUxwkS5+p7D8a/dfATgzCxw9TxDz20YKM/q/NoqdKN+es77SqWdn0prT4jatF0YrB0/idubzfRei/M1Phf8G9S/am/aA8J/DXRw3ma1eI17MOlrbL80kh9NqBm9ztHevuH4xf8ABvlb2xmuvhf8RL7TZBkpYa5F5kTewljwR+KGuj/4IUfsjy+Dfh3qXxh8QW7LrnjUNbaQsi829grfNIP+urjA/wBlB61+gVfgOf5vU4rzuvxViHOnKrL9zyylCdOjHSmk4tNNr35a25pMrEYyeGaw9F6R30TTfXftsfiJ8R/+Caf7SHwf8xrjwOviqzhyTcaLOt1kDvtXD/8AjleAeP8AS59IuntvFXhTxB4evo+pubN4JEPvvCn8xX9HQbaeKr6tpNnr9v5OoWdpfxHqlzCsy/kwIr1K3FHFFTBvLsTj/rWHlvTxNOFdP/t5pTTXRqV1umZ08yhGXO6aT7xbj/mj8Vf2Fv8Agr145/Zj8Q6b4Z1y8u/HvgOSZIFtros1/p6sQP8AR5Dk8Z/1bZU9Btr9sIZVnhjkXdtkUONy7WwRkZHY+1cnH+z94Bh1eHUE8D+EUvreQSxXC6RAJI3HRgdvBHrXXE5NfI5JluKwftI16icG7xilK0F2TlKUrbWTk7W3McwxVKvJSpw5X18/usgooor3jzz2j/gn7/ydLov/AF6Xf/oo0Uf8E/f+TpdF/wCvS7/9FGivwfxM/wCRtH/Av/SpH3HDf+6v/E/yR4vRRRX7wfDjLq2jvrSS3uIo7i3mUpJFKgeORT1DKeCPY18u/tHf8Eevgp+0J513DocngvXJCWF/oBECsx7vAQY2/AKfevqWiuPGZfhsXDkxNNSXmtvR7r5G1HEVKT5qcmn5H5D/ABt/4IjfGT4RCS78Ca1pfxD0uPJFo7fZb9V7DZIdrH/df8K+XPHFt4m+Dms/2b458J674XvMlcXdq8auf9ksBu+qk1/Q2Bk1+UP/AAWb/b3vfix8QdQ+C/he4tofDPhuTHiLUWRZGublcEwoxHypGcA7cFnyDwuD7WU8dcXcOOnQyDHVJ8zUYUKtqsG97JzalTikm5SU4xjFNuyR62EqrFz5a0F3clo192jfZW1PkDTfEdjq4/0e6hkJ/hDfN+XWrtYuh/CidtME1r4bnuIcZWS4lWOaUeqqTkfpVW9tbmzsJLjTLi7hktWImtLgbymPvLhuQw+vNf1BwX46rM8NUhXdDFYijFzqQwlSTmor4nCFaEI1FHq6dWfle6uYjK+Rq14p7OS/Nq9vmjpKo33huw1P/X2cEnvswfzqtDqepR26S/Zre+hdQwaB9jEH/Zb/ABqOz+IWl3MjRyTNbSqdrJMu0g/yr9JzHjDhTFwhhM9cKaqfDHEwUYz6+5KovZ1NLfBKXQ444evF81K7t/L/AMDVfMXSvCc3hLVFv/D+satoF8nKzWdy0bL+KkH9av6x4p8b/tH+KdH/AOEs8Tat40uLR00rRE1C73CR3cKqgucKpcjLE84yTgVT1zU01G3hs7WZXe+bYXjYHYnVj+XH41el0e1ntI7eS3jeGHGxGXKrjgV+T5p4KcK5pmdTEcN4SjTlh43TTk6Mq8o3pqVOLdOUaSaqySj7zlTV+XnT7I5hWhBe1bu/vS66767b9/I/od/4JE/swfAn/gnR8I4be5+IXwx1b4ueIYUbxJqqa/ZvKjEAiytz5mVgjPGBjewLHOQB96aVq1rrthHd2N1b3trMMpNBKskbj2ZSQfwr+Os+HrBl2/YrXHp5S/4V2nwj+Ofjr9n/AFOO88CeNfFng+4hOV/snVJreP8AGMNsYexUivxrOfom8VTc8XTx9KvVk3KXPzxcpPVvmtO7b72+R+fZlwrHF1ZV5V3zvvFW9NHol03sj+uiivwV/Y9/4OZfi18HGt9L+LWjWPxS0JCFbUbRU07W4V6ZOAIJvXBVCf71fr1+xn/wUW+Ef7enhf7f8OvFdrfX0MYe90W7H2XVdOPcS27fNgf3l3IezGv514s4Fz7hmuqGeYWVFvZuzhL/AAzi3FvyTuuqR8bmXDuNwS55Lmh/NHVfPqvmkflz/wAHFn/BLPSvhDcf8L++HmnW+naTqV2lv4z0q1j2RQTyttj1GNRwodyElA43Mjd2r8pa/q4/a8+CGm/tA/CXXvCGrQpLpvjDRr7QLkN28+FjEw/2llSMg9jiv5RYrSbTla1uf+Pi0Zreb/fQlW/UGv6y+h/4gYrHQx/CeMbawrjOld39ySjzJdoqUlZdG5LayX6RkdZ1cupTnLmlbV9velFJ92uW9+ziOqrrlx9h0a4mZNyxxsQCMhiBWxp/hfVtX8ParrFno+r3uj6CYl1PULeykltdNMp2xiaVQVj3HgbiM13nx8nh0D4c+AfCKw7zpejNrWpkREsk1/IHHmcfKohFso3cZb1Nf0pxFxzlqn/ZeDxNJ1JynSnL2kbUH7OTUqi7+09nT5G4tyqLs0fR4XBucJ1pbQSdrbttafdeXovM8n0Gyj0XQreMsqrGgLt0GTyT+dZ+m6poWvfFDwxH4pkvrfwJ/acK6rdWib5Gh3jzCozzhc/rjNXF8IacpH+jKwHRWYso/AnFN8W20J8K3kbqqxLCSBjhSOmPxr4fxF4LznM+Ca+SqdPCUKNHRQlKpzqlFNQnKUKfLTfLaVk5PT3kk4y0wuIpxxCqaybfpa/VavU/oS8GHST4O0n/AIR82raD9ih/s022PJNtsXytmONuzbitKvmr/gkFqOpal/wTu+Hjak0jPFFcw25fr5C3EgjH0A4HsK+la/jTLcV9YwlLEJW5oxdu10nY83EU/Z1ZU73s2vuCiiiu0xCiiigAooooA9o/4J+/8nS6L/16Xf8A6KNFH/BP3/k6XRf+vS7/APRRor8H8TP+RtH/AAL/ANKkfccN/wC6v/E/yR4vRRRX7wfDhRRRQBk+PfEMnhLwHrmrRDMul6dcXaf70cTMP1Ar+e34KWv/AAsHxvJfakftM11PNqt0z8+dKX+Xd64Zmb64r+h/WdIh8Q6Neafc/wDHvqEEltL/ALjqVP6Gv5+vEngfUv2PP2lfEXg3xBbSpNod3Lakqv8Ax8WzENHMn94FdrcdmPcV8Hxp9ZUWsNfmnTnCNt7ylTckvOVOM423km4q97H03DsoXkpd0/kr/k7Eer+P9Y1GS+1OLUpLGO1kkENuoXy1VCRhwRkk4554zVjxhIs/jOG48vym1DS4ri4T0fJAz744/CtDWZ/Asl62qNNHeTyv5v2a3kZ/Pk9TEOM59QB61xfjXxi0l1d3d3JHb6hqWFSPO77JCOBn1IBJ92NfXeE+YZbPPcs4hy/A/U8PllGSxVVy0r1ZQlFRvK0eepKVlG97N392CPVx0ZqlOlKXM5v3V2V/0/rcl0LUY9K8Hx3E7bYYUY59QGOP6V9z/wDBHv8A4J0eFfj78FvE/jT4oeErbVrHxVfLDoa3O+OWOKLd5k0bKQQGdtue/lmvB/8Agn3/AME9PEH7d3jCzv8AUre80P4T6HMou7xh5cmqFf8AljB/eY9GYcID/ewK/a7wd4Y0/wAE6FpmjaRZw6fpelQx2tpbQrtjgiQAKoHsBX1XHHF1Pit4HL6KUsDgKahGTWlaryKEqiT/AOXcUmoXV5NuW1reBiqv1ZSjB+/N3dvsq90vV9T+fPxd4X0Hw9+0V8QLbw1atZ6DpWsXNhp8LymVo4klZR8zcn7vU1YrOtlkT4heM1m/1y63ciTPr5jZ/XNaNf1Z9G3A0cN4eYB0Ul7T2k3bu6s/ySS9FYxzaTeJkn0svwQ2adLeMtIyxqvVmOAKj0rxHpX9p2/2idZrfzFMiRyhGkTPzBWIIBIzg4NejfBfwDoMXhZvGniyS1NqZWFjHdkeRAisVDlTwzsQcZzgYxzXsFinh74i+Gw9vHperaXcAqMIskZxwRjHBHp1FfyL4m/tBIZPntfLeH8r+sYWjN05VpTlDnlHSXs+WLUevK222tbI/srw3+hljeIsno5hmGaU8NiK1NVadDlU5+zl8M5rni4qWmyla6u73R458ZvhLZ+EIrPxB4ZvJtY8E64zf2deyKBNayDlrS5UcJOnfs64deDxk/BWHX4fippV74Q1u88N+LrMtNpOoWVy9tdCdVLLHHInO5yNoU/KxYA8Guv1YH9mnxK1pHbHVvh/4vH2e/0eeU7UdcsPLY5KOoy0b8lCCOVJU8r4+8Ef8IHf2Wr6JfSahoN8/naZqKjZIrKQfLkA/wBXPGcbl+jAlSDX9H+EfiZl/iVwaqde1SNZTpwlWjGalOKu6daKSi61PST5VFVofvaag/aU6X85eJHh/juEM/rZTmUEp0mueMW+VxlZqUG9XTmnpdXi3yzV7OX6kfsAf8HGV5r+mWfgH9oC1VtUZ0i0rxnYwbI5Z1YeUl9Av+rLMApmjG3n5lXk1+Yfwm/0z9pnQW1C3TFx4qiluIZFDLhrwMykdCOSKp/EaVNcuLXxTZqkP9rMWu44xgW14uDJgdAH4kUejkfw1uanfGP9oTStcWFLaPVbq11hFThB5m2R9voBJvH4Vy8K+EGVcNZpj84yhygsZhKtP2Unf2NSnK8oRm/eldydr3aUG+Zpq3xGBwmHwrUKMbJVIy02aklql02V1td7LU/V79k3wz4G8H/8G4niZ55NNt5fihLqlrqUx2hrjUbnUHtY0PctEiRgAcqsRPYmviH4E/tq/D/wx+zR+1poWsafNqXxI+McVjoHhG3i09pftNnhoVTeAVjEPyuQSCxCYBOMfOPw98Xajo2l61K2tamuk6OLi9sNLe7layj1C6X7MZo4M+Ws3lu5L4zhDzms3wR4hs/hvpNx4muLi3j1BS1ro6SOAROR89wAf+eSnj/bdD/Ca/KML9HVYWlmM+IsZFTlVpKk4ytztuc5Rm5pW9op05Ta5lT5eb3uVoywuDh7OdJybVWo6sullFrlXW9mpLpe6StoY3ijw1ceDfEN5pN1JBJdafKYJjDIJE3rwwDDg4OR9RXTfAv9k7XP2uvGln4fs7xdD0WW5SC+1aaIyKsjAlLeJBgyzNgttB+VFLsQoycrwb4e0/UNFu/E3iDUG07wlpj4uryPDzXkpGVtrcHh53/JBlmwBz+kn/BKf4Caje+GLf4qeJNKGgxX1s9p4M8PDPl6Jpzn57ls8vc3OAWlYbmVR0UhR959ITxNnUwEeAcjrqWJxEI/Wa0EuWlQsubl1kvaVvhhFuShCTlO/uKfo4HD0sNF5lio+6m+SDespdL7Plj1as5NWVtWvqz4T/DbTfg38MPD/hPR4hDpnhywh0+3Ud1jUAsfdjlj7k10FFFfgtOnGEVCCslovQ+YlJt3YUUUVQgooooAKKKKAPaP+Cfv/J0ui/8AXpd/+ijRR/wT9/5Ol0X/AK9Lv/0UaK/B/Ez/AJG0f8C/9KkfccN/7q/8T/JHk2sX2nah+9tbaaxmP3ot2+I/Q9R+tZ+6mUV87k/idm+CgqVW1WK/mvzW/wASf5pntYzhXBV5OcLwflt93+ViQHNFR0bq+7wHi/gZ6YyjKHnFqS/9tf5ngYjgyvHWjUUvW6/zJK+fv24/+CcfgX9ufSbebWDcaH4q02PyrHXbFAZ0XqI5VPEkYJJAJBGTgjNe/wC+rumabDqBw99a2p/6ahv5gV9LLjPhrMMO4V60eV7qSaf5J3XdbdzylkeaYepzQg791Z/18z8lJ/8AggV8WLXVjb2vxK8IyadnAunhnSbb7psJz7bj9a9t/Z8/4IF/Dv4e6tb6p491/VPiBfRMHNp5f2Kwdhz8yhmkcexYA+lfo/afCz7Tb+d/bWmeTjJdGyBVO98OaHpuRJr3nsO1vb7v1ziuHG8V8OV+RZhjamIUPhjUnWqRj/hUrpfcdywOczVoQ5b725U/v3OV0PQrHwvotrpum2drp+n2MYht7W2iEUMCDgKqrwAParkbbJFb0Oanv3sU+W1+2Sf7UpVf0H+NUy2anE+KmRUYfuXKfZKNv/SrGdLhPHzfv2j6v/K5+Dn7WPw7k+Cv7c/xS8NTRtCkmry6hbZGBJFMfOUj22yD8q5Wvuz/AILzfsxXTx+G/jTodm0z6Kq6R4g8tfm8gsfImb2BZoye25O1fBun38ep2UdxC26OZdymv7M+iH4iYTOeHK2RJ8tTCznKMW9fZVJOSfnyycou23u90Z5/l9TDVYylrdLXzSserfDP4Q6x+0D+z6NP0u1vVuPBWoAG4Fq81r8wdo95UcAox56grXbfAz4WXXws8P3kN9dQ3N5qFybmUQKVhi+VVAXPJ4XJJ6mvCPDvi3WfBmope6HrWsaDfRnKXOnXkltKv/AkIyPY5FelWP7a3jy8jSHxHNofiqFVKGW90uOG8IxjP2iHY5b3bdX8n+MH0OvE+NXFZLwZWp4jJ8RiHiY0ZTjTnTqSVtedWlZNpOM1dWvFM/tDwl+ktwVluJwuc8U4Cp/aOGoRw6r025KdOK5Y3puSipKNk311fZHUftN+KPCvjSx0Hw1eSLoOvRSC6W7gQyWzIilVNwn3oyxbG9M5wfk6mvMNPu774YyzaZq9qt/4f1cAzRxyB4bkD7s8EgyokXOQw9SrDBIomj8C+KL43Hm+JPD+oXhLXU91KNVhd+x3fJKq9sfORSaboepafF9m0q/0vX7G6y72aS53YGeYX2uGAGdyjj+9X9T/AEcvCGXh1wb/AKv5rUbq1ZurWjOLjCM3ZL2VdXinBQTT537yTXs93+A+M/iQ+OeK63EFCn7ODShTSlzSUIq1pp6u7bbVkldxV0kQTaYmgtNY/aBd6JrSh7S727V3r9xiP4XUko47Bj1GCa76j5OnaTO6SLNpZmt5Ty3Ay6/j8zDH+zVd72Owhlt2imjtbjDyWk33oz2eNiOo/UcHNUbjUH2Sx+a0isyuDn7xHG4j1wa/pmjgKtWPvPXfma3fK4czS05uV+8l7rcU42Tsvx2VaMdvu7a3svK+3VXafnBolvJ4t8D2tvLdpHDrF2bqSGFivlRRgqvmsPvY3SHAxjB9q37Pw3pWtyLdXUK6b4X0hBbwqiKZpgMny4wfvSOxLMx4XcSewPLzafCbo3EU7afsjCSeUAFmUckFenJ5Ldfr0pNC+LFj4m1CO3vomuZ7YFLa0tA32VVHfP3sHqcck8lq/HauJyfh3G0sNxQ4U8ZX5lHETlGTqt25uSU7ezlblioSUaVNaQlO9j0qfPWhejrFW93XT1tur3emr8jc8XeC7r9oC4ht7OzTStI0dClrFFJ5NjpcZOSzs2F3N1Z2+Zz+AH0F8E/+Cpfjj9jDw5ZeH7zULr4yaXaNHFJJdMbePTYE+Ux20hBmk4Aw0o2jGAuOa8cvfDWueIFt7bVL7SdA09IxPDBdXK28MakcMsS5difXaWPc0tjoXgPQxDJqmua3rbkEy22k2a26qfTz5j+oiNfP8XeDfCeczWLwXPh66XuPBRlLme6deSTp1G2rvndO7b5pyumbRxFZpwrxUk93UaVunurdW6WTa6JWP1c/ZM/4KV/Cn9sG3jt9B1tdI8RbcyaHqxW3vAe/lnOyUD/YJPqBXvtfhO3xE8J+Gb5bvwv8OfDtpqULh4NS1h5NVuY2HRthKQFgecmKvWvgN/wWn+L3wR8QLH8Q4bf4ieF3cB3jgjtL2yj6fumjULgDorqQf7w61/O3EvCHHHDCeJzfLZVMGr3rU3FzSWzqUYSqci7v2jivXQ56mVYGqrYXELn/AJWnb/wJ2fouX5n6/UV5P+y9+2z8OP2wdBN34J1+G6vIVDXOl3GIdQtM/wB6InJH+0uV969YBzXz+V8QZdmK/wBjqqT7bSXrF2f4HkYrLsThv40Gl33X3rQKKKK9k4goozQi+Y4VcZY4HNZVcRSpLmqSUV5tL8y405Tdopv0PaP+Cfv/ACdLov8A16Xf/oo0VpfsC6FBZ/tIaTPJqNo1x9lugltE29j+6OST0GKK/nzjzNMJjszVTCTU4xiotra6be/XdarQ+9yPC1qGG5a0eVt3s+2h4DRTvLb+635UeW391vyr8osz7gbRTvLb+635UeW391vyoswG0U7y2/ut+VHlt/db8qLMBuKKd5bf3W/Kjy2/ut+VFmA2ineW391vyo8tv7rflRZgZfjHwfpfxC8J6loOt2UOpaPrFs9peWsoys8TjDKf6HscGvxF/bd/Yw17/gnx8WZLWSO61L4c65Oz6LquN3lg8+TKRwsq9CP4gNw7gfubsb0P5VgfE/4V+H/jR4Fv/DPirR7XW9D1NNlxa3CZU+jKequOoYYINfX8DcbZtwnm9LOsnnyVab9VJPeMl1jJaNfNNNJrhx+Bp4uk6VQ/A63uI7uBZI2WSNxlWU5BFbPhrUNHsVmGraXeagWx5Rt74W3l9c5zG+7PHpjFfT37QH/BDbx18LvF02o/C3WtN1nwXMXlmttYuDDdaWo5wQqkzDHQxqXPQqTzXzyZfhV4N1WSx13xdrurahb5jntNL0l7JIpRwVMt3tbg/wDTGv8ATjgf6WXBHFODWCzCc8PjNFKlH2mst/crQtGN+05wfR3Wr+ExHCuPw0lVSXJ0cnHb/C9X8kynPrHhd/8AV6Dq8f11dG/9oVCDpWpvssdF1dpOwF8JT+QhFah+JPh+xhiOh+EdMVlO77TqVy+oSSD02/LFj/tmT707WdS16bRmm1zUjoml3IEq24UW/wBpAztKwpt3AdmYBR61+7U8Q4QjWlTnSg9nVxE5SfnGNOdVSVtfjTtvbVnluKldKSk/7sEl821G33GPqkV5ZxeXMs1uoG4RXM4cgHj7pGQfwzWDeXkVhbvNNIscaDLMTgCrF3r9rcLD/Ztle6jJfSmGxt4EM11qcuSNqbRyAeCVB545NfWH7H3/AARX8W/GvVLXxN8aGn8L+HVdZIPDlu229vF64kI/1K9ucuf9nrX4n4j/AEoOFuEsNPDYCccXjNUoU37kX/08mnJaPeMZSl0fLq124Ph/E4qabTjHu+33L8vvPBP2Pf2MPGX/AAUE8d/Y9HSbQ/AenzBdX12aP5AOpjjB/wBZKR0UcDOWwOD+tN3/AME7PhFf/AOy+HNx4Ttm0OwjxDcxfudQEvefz0w3mE8nPynpjHFereAvh7ovwt8I2Ph/w7pNnouiaZGI7aztItkcK/TuT3JySetbAjZT/Ep657V/lzx9x/nPF2azzfOarnUlt2jFbRgl8MV2V+7u22fpGW5ZSwlL2cFp1Pyt+P8A/wAEPvEvwhabVvhrrWseNNJ3Fm0aSOFb+FevylnVJf8AgO0+xr5Jg8X+C9P1u50vWm8VaPqVjM1vcQzWkOYpFO1lP7zgggjBr9LP+CxH7eupfs46Ponw78N28c+veMoHl1GYySQtaWHKYSWNlZJHIb5gflVTxyK/PH4e/CXwR490z7RYtrHhWeaRi1/qcQ1W1uRzymzZKoz/ABFWz2zX7T4M+LHFuQYdYjF5nKjlkZcvvxddOVr8lKnD97dKzk4ctOF487vKKl4+bZZhKlTkpQi6nZ+797fu/e7voYuuf2b/AGk39kT3VzYEKY5LiNY5G4GchWYdc9D0qmRkV2cn7Ffi1rrPhW+8P+ImlLGJND1BZHnAGTus5dk6sB2VT9a4DXf7Y8Ba/eaT4n0PUtG1CxYLMk1u8ZQEZBKMAygjnJGK/wBD+A/HvhbPcJStiYtyvHmUuZXim5e0XLCpRdk2/bUqcesZSWp8PmGR4zDtznTaXpp8nqn8myvFoFx4f8QW+teHdRvPD+tWb+ZBd2UrQsjDuCpBH4V9tfsjf8FyNe8AXNn4d+OGnyapYYEMfiewiH2lMcBp41wJfdlw3sa+NbS9hv4BJDIksbdGU5FF1ax3sDRzRrJG3BVhkGvlfE76MfCvGFN5pkzWFxUveVSnZ05t63lGOmv80Gnrd82xWX57iMK+SfvR6p/1+Z++Xwx+Kvhz40eDLXxD4T1rT9f0W8GY7qzlEig91YdVYd1YAj0rezmv5/8A4L/Fnx7+yb4x/wCEg+GviC60uQsGudOdvMs71R/BJGflcdueR2Ir9PP2Hv8AgsR4J/aantvDfjBIPAfjpmES29zJtsNRfp+5lb7jE/wP+BNf5y+Jnh5xrwdi/quf+05HpGopylTmv7sr2/7ddpLrFH3GV4rL8RG9GEU+1kmfYlGacYmU/db8qPLb+635V+QylKTvLU96Ktsez/8ABPr/AJOm0X/r0u//AESaKX/gn2jL+1LovB/49Lvt/wBMTRXp4P8Ah/M8vG/xPkflP/wmWsf9BbVP/AuT/Gj/AITLWP8AoLap/wCBcn+NZtFfx19ar/zv72eoaX/CZax/0FtU/wDAuT/Gj/hMtY/6C2qf+Bcn+NZtFH1qv/O/vYGl/wAJlrH/AEFtU/8AAuT/ABo/4TLWP+gtqn/gXJ/jWbRR9ar/AM7+9gaX/CZax/0FtU/8C5P8aP8AhMtY/wCgtqn/AIFyf41m0UfWq/8AO/vYGl/wmWsf9BbVP/AuT/GnR+NtaicMusaoGXkf6U/+NZdFH1qt/O/vYHbaH8Vb+72xXWo3scnQP9ofa368Vuf8JNqX/QQvv/Ah/wDGvLa1NE8US6XiOTdNB6Z+Zfp/hXm4iNf4qc5el2aRl3O+HifUgf8AkI3/AP4EP/jXnfxh/Zz8E/Ht5JfFnh+z1S8kGDenMd3/AN/Vwxx7k12Flfw6jAJIXDKfzH1qauClmWNoVFOnVlGS6qTTX4lOKas0fOsn/BM7wZ4KjkbwTrWr6bqMzE/b9UhjvWtQR92CPhFIPSRgzjttPNZvh/8A4JGeG7q+/tzxt408U+Io5pC/kZWF9QYdcudzBR3YfQc9PrfS9Bh03TI9U1RW+zyZ+yWoO170jv6rGO7d+g9u3+HniLwR461GO28VaJc294y7ReWVw6wqqj+JMnYoA7cCvucr4/4mxaeCeaOnFq15tpNfy8yjJr52S9TephKcVGU6d5P4Ypd9m159L6vd6Wv4f8NPgf4T+EN02seH9CsNKv1QW1vcRJ++jUDG1GPKoo7Ljk9zmu6fWtQM1rbtqF4xaPzH/wBIfOWBODz1xivoLV/2TvCXjjw/bXWg6rdW8aR4jkilFzC469OoPPrmuD8W/steKdA1+S+ht7bUrNt5X7I/zRjYQq7Dz6DjNcuccH8TYdfWKvNVXKpOUJOej2v179LaPUKNajJ8qe8kvXq3+XyseTXBupLO1uU1PVo9rNFIq3T7SOvc9SCfpgVSki1rTZntJta1GeymIeOZbmQSQ5HyuOeR/eXv9QK3E0a6sdP1KyvIZrO4t1W5EU0ZRjtO1sA+zZ/4DUNpF/bGjSQjm6sQZY/V4v41/wCA/eHtur5B5ljKUnCc5aPZt3X6msaaaTj1V1520a+aV/y3Pzd/ax8XeJvDn7ZvibSvECtqlhffZLdbXUS01td27KiLLG2dy5UsA6EMDkZ4Iql8dLHw7dz2v9lapcaXa20KD+wLncrgncDJFOoCyxptC7W2uuQSGBzXs37e3g+30bxzZal4j89PBniALDFrEURlm8I6kuNs2By9tLtQyRdypZfnADeMfEO7h8K6j/Y/jLQ2kv7dEniaCAXtnfRuMpcW0q/K8Ui8q3HHB5BA/v7wV4opVY5NjsPg/rbwsXz0LOUarTacpR5Zp7wTbi5Jwin7rg5fL5pQap1LS92Wib3g+ivp526PXS6duKe9muPhrZyNLJK0GtIunzu2XMY64bqQPnGfQUzUfFWo+KPFl9dapqV5qDWttBbrLdztM0aKGIQFicKoPA6DNU/HXxBSe4iurqNLK1s0KWGnqRuBPBdgOAccYHAHvVn4G/AjxV+0xfNaaTb3FpoPmmTVNXkiPl5PVV/vHHAUfjgV/YnDPH+T+F+TTzfiaMKOKnXq4qOGVlKlGdKVKnSa1dNzc3Jp6qnTSa55Qi/k62Gq42fsqDbjZRb72d2/O35sk+DHwA8RftJeINavvDVzb6NY6VGEFzMGWK6m7J8o6kZJODgYz1qLxt4W8bfBecxeLvDl3HbqcC+t18yBx67lyv6j6V98fDP4baT8JPBdnoOi24t7GzXHP35nP3pHPdietblxBHd27wzRxzQyDa8cihkcehB4Nfwhlv0y+Pcp4kxWc5XX5aNao5ulb93q7u0HeKv5K6Wil1f0s+H8LUoxpzWqVr9fvPzl0jxTYa6o+zXEbN/cJ2sPwNN8Q+FLPxJDiZNsy/clXh0r62+Kn7BvgH4k+ZcWtnJ4a1JjuW4007Y8+8R+U/hg14N47/Yu+JnwvRp9IltfGGmx/wAER23Kr/uMc/8AfJP0r+3+Cfp98F8V4L+xfEHAqEamkmkpU35uMneNt04zlJPVJM+bxHC+IoS9phJbff8A18jT+Bv7fHjz4BzW+j+K9W1vxB4WyscN0LuRrmxXpwSfmUf3W/A9q+zPBvxnf4heHLfVtF8S3uo6ddDMc0V5IRnuCM5Vh3B5FfmneeMUsLqTT9f0280m4+7JFdQkD8QRn9K1vhL8Y9U/Zv8AE41nw5dLqHh+4cf2jphk3RyL6j0Ydm6jvkV+BeO30b+HczwlXi7wpzCOIopOc6Cn+8gt2+R2m4r+ZxulrLmV5r1cszitCSoY6LT6Po/6/rsfut/wRV8SalqP/BQ7wrDcahfXETadqRKS3Dup/wBGbsTiiuc/4IIeNNP+I37c3gPXNLl87T9U0fUZ4mIwwBtWypHZgcgj1FFfzp4X+1WUzjWvzKpJO+6so6HrYzWenY+ZKK/bL/h1N+z/AP8AROrP/wAGV7/8eo/4dTfs/wD/AETqz/8ABle//Hq/OP8AiF2Z/wDPyn98v/kTq+vQ7M/E2iv2y/4dTfs//wDROrP/AMGV7/8AHqP+HU37P/8A0Tqz/wDBle//AB6j/iF2Z/8APyn98v8A5EPr0OzPxNor9sv+HU37P/8A0Tqz/wDBle//AB6j/h1N+z//ANE6s/8AwZXv/wAeo/4hdmf/AD8p/fL/AORD69Dsz8TaK/bL/h1N+z//ANE6s/8AwZXv/wAeo/4dTfs//wDROrP/AMGV7/8AHqP+IXZn/wA/Kf3y/wDkQ+vQ7M/E2iv2y/4dTfs//wDROrP/AMGV7/8AHqP+HU37P/8A0Tqz/wDBle//AB6j/iF2Z/8APyn98v8A5EPr0OzPxNor9sv+HU37P/8A0Tqz/wDBle//AB6j/h1N+z//ANE6s/8AwZXv/wAeo/4hdmf/AD8p/fL/AORD69Dsz8U7HUJtNn8yFyrd/Q/Wuz8G+M7SbU7d7q1jnaJgzW0jFY5/bI5x7V+vP/Dqb9n/AP6J1Z/+DK9/+PUf8Opv2fwf+SdWf/gyvf8A49XPiPCXMKq1qU797y/+RLp5lGElJLb0Pyd1zXLrxFqcl3dyeZNJxgDaqKOiqOiqBwAOlRWmoy2MNwkTBRcp5TnHzbcgkA9s459RX692/wDwTI+BiQqv/CBWvyjHOo3h/wDa1O/4dl/A3/oQbX/wYXn/AMerzv8AiDebLT2tL75f/IG8s0Tk5u9316679T8q/hR431bwD/ampafeSQx2luC0RbMU0jsFTcvQ4yT/AMBr3L4XftfaZ4tMdnr0aaPfYybgN/o0mOTyeU+hyPevsof8E9Pg3F8QDoq+CbVdLm077Y8H266+aVZdisT5u7hWIxnHPStj/h2V8DT/AMyDa/8AgwvP/j1e/wAM8K8U5eqtPCYmnyXcHGTk1p293Td2at5m2JxFGHsW4u6XN82/8kl8j5w1rRtL8Z6MftFvZanazIdrsqyK6nrhvcehrzjxB+yF4fuLyO90O4utFu423oufPgb2KnnB6HB6Gvvz4ffsPfC3wHLNBpPhZbSCVCzRf2hdPHn1CtKQD9KufCj9nHwV4h+HGj3t5oUM11cW4aRzPKNxyewbFfqWKyXBZriFDNsPCUpwd7XduSSWkrRlr7Tstjz6dSdPDe0pSa5JL/yZX/Dk/E/Iz4t/sUa5daFf2N5pOn+JtFvkaO4t4hvV0PYxtzx2xkjFfKvjz/gnr4X1f4a3Xgy8u/EelwWLtceHnkAkuPD0rNmWGNm2s9rJyWiYna/zKQS2f6P/APhlnwCP+Zdh/wDAib/4uqOu/sU/C3xnB9n1Xwbpt/C2eJpJWI+h35H4V4P/ABDWtgKnt+G8bPDzT5km7pSWzT0a00b95tNp3TaJpZlJX9pFNNWfmn3X4rs0mtUj+aH4ef8ABLH4a+EJorjVn1jxRdRncftkwihY/wC4mCR7FjX0ToOg2PhXRrfTdLs7XTtPtECQ21tEI4ol9Ao4r9kZP+CZXwN8xv8AigbTr/0ELz/47Tf+HZfwN/6EG1/8GF5/8er4bOPD3inNKnPmGMjUd7+9Kdr+S5LL5I0p4qhBWhGx+OV5o9rf/wCuhjZv72MH86yrzwLFJzbzNGf7rDcK/aL/AIdl/A3/AKEG1/8ABhef/HqP+HZfwN/6EG1/8GF5/wDHq8yn4S53D4a9P75f/IF/Xqb6M/Em98J3tnkiMTL6xnP6VnyRtC21lZW9CMV+43/Dsv4G/wDQg2v/AIMLz/49TLj/AIJf/Ae8XbL8PbGRf9q/uz/7Vrrh4X5yvjqUvvl/8gR9cp9Ln4R+MvAGh/ETTvsmvaRp+rW/ZbqASFfoeoPuDXi3jT/gm78P/EkjSabJrHh+RjkrbTCWI+21wSPwNf0aP/wSl/Z/Dn/i3Nn/AODK9/8Aj1N/4dTfs/8A/ROrP/wZXv8A8er3ct4M4ky93wWLjDyUpW+7lt+BjPEUpfFE/N//AIN+Phzp/wAJP22PAXh3S2mez03StTRHmbdJITbuzM2OMkknjiiv1W/Z6/YG+EfwI+Ktj4m8J+DbfR9cs4poobpL26kZFkQq42vIy8qcciiv0rgzKcVl+CnTxk1Ocpyk2ru90u6Wt0zlr1FOV4n/2Q==)
7.Reshma Was Running on the Wet Floor, and Suddenly She Slipped. Why Do You Think It Happened?
- Friction helps us to stand, run or walk on the floor.
- Due to wetness on the floor, the friction gets reduced, which may lead to slipping or difficulty in walking or standing.
- Reshma slipped on the wet floor due to reduced friction because of the presence of water.
8.Identify the Types of Friction in the Following Images.
![](data:image/jpeg;base64,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)
- Static friction.
- Sliding friction.
- Sliding friction.
- Fluid friction.