Chemistry
Grade-10
Easy
Question
Select the physical properties of an element.
- Sonorous
- Conductivity
- Hardness
- All the above
Hint:
the basic properties of a metal.
The correct answer is: All the above
The physical properties of the metals are sonorous, hard and conductivity as metals produce sounds, they are hard and can conduct electricity and heat.
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Is the statement true or false?
Initial:
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)
Final:
![](data:image/png;base64,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)
Mass of the blue ball is 0.88 Kg and mass of the pink ball is 1.50 kg
The following example follows law of conservation of momentum.
Is the statement true or false?
Initial:
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)
Final:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANsAAABNCAYAAAAvvBEeAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AACJQSURBVHhe7X0HWFXH1rb3v0lE6ShYQCki4L3P938mJldvEo0RRREEo6CigopdKdZgRwVrFAv2SjT2gl0UezSW2Dv23rH39n5rzdnneDwOCniOHPC8PO/D2X1m9rx7rTUze3Y+vAZMNNFEw9MkNhNN/EQ0ic1EEz8RTWIz0cRPRJPYTDTxE9EkNhNN/EQ0ic1EEz8RTWLLizQha5CVoQFoEltepAlZg6wMDUCT2PIiTcgaZGVoAJrElhdpQtYgK0MD0CS2vMgMsH79eqxevVpZehe7d+/G0qVLlaWsY/ny5WjevDn69u2LW7duKWvf4OHDhxg2bBhatGiBqVOn4unTp8oWFXbt2oXk5GRlKXtISUnBgQMHlKVMQlaGBuDHic2ErEFWhoZgBuAKPmbMGGXpXbBYfvvtN2Upa9i2bRtCQ0Oxfft2jBw5Ep07d8aLFy+UrZSs16/Ru3dvdO3aFfv27UN0dDSmTZsmtj179gwzZsyAs7MzevXqJdZlB3y9uLg4nDp1SlmTScjK0AA0ie1TQlaGhmAGmDlzJpKSknD27Flh5dQ4cuSIsCrr1q3D6NGjlbUqvHr1ShwXGxsrLBaTBXnjxg1lDxV4/axZs8RvFk/r1q1x4sQJscx4+fIlVqxYgTt37ohltqDdu3cXv1l8LVu2RKdOnYRQdcEWcNmyZdi8ebOwjJs2bcLt27cxYcIETJ8+XVyPcfr0aSQkJIg0nz9/Xvzm/Fy+fFlszxCyMjQATWL7lJCVoSGYAVg0zHPnzqFRo0aaiv/rr78Kq/bnn3++IzYWCQtj/PjxmDhxoqaC37x5U9lDhW7duonjGWzFOnbsKMShi+fPnwsLGxAQgL///lusU7uTq1atklrW+/fvo2zZsujQoYOwhjVr1hSWkfNSr149/P7772I/Pn7evHnChWV3du7cucKSt2vXTpwjQ8jK0AA0iNg4LlizZo2y9C74pixatEhZyhr4qTVlyhSEhYUhPj4ed+/eVba8wZMnT8QTkN0arjy8rI0lS5aIG/Mx4Nji4MGDylImIStDQzADcOXksmOwVWHrxoJr06aNiKd4WVdsLJyjR49i69atGrIVfPz4sbKHCny+v/76S1mCcBc3bNigLL0BV3oWAIuERcfnV2PhwoVSsd27dw/VqlUTFpDBLipbLQbHaD169BC/+UHA8dqlS5fE/n/88QdOnjwpHi4s8gyhW34GokHExjdU7Y/LwIWqLqysYv78+aJyHD58GIMHDxY+ui7GjRsnbj67R3wj1BWMb/TAgQNhb2//3tjlQ+AnMQv9woULyppMQlaGhmAGYLFNnjxZ/F65cqUoP35oDB06VKzjB6Su2DgOGjRoEBo3bowmTZqIB1jbtm3fyTuXM1d8Bj8QIyMjRYOLGnwe7UYTPj4wMBDXrl1T1mQsNn6g+vv7i3vO0L6n/NDs06ePeKByOtXWmvflNPj4+CAmJuYdS/wWZGVoABpEbGzWWRT8VFHfAAYX/o4dO4Tl063s/KRka8RPRDW58LTNv657wnEDW7jr16+LZQY/obm1Ky0tTSxzoXNFYXdo48aNiIqK0rgjunj06JGIDTh9/fv3F5XvypUrGD58uHhqqt0dFvGIESPEb85Tv379MGrUKFy9elWsyxCyMjQEM4C22LhStmrVCg0bNsTevXvFOr5XumLLLNhKqWMwtvhNmzYV12CLwveWySLleIvB/4OCgjTiYCxYsEAjfG2w2Hx9fTWeBLus7NIyOA7kBy7f57Fjx4p1HK+pPSu+pzVq1HivpyUtQwPQYGLjp9SZM2fQoEEDjWC4knMQztQVGz+ZuKKz6Z89e7b4z+4ei0cNLji2aseOHRPLDx48EBWG3Rw1WBx169bVCJALnl0WFqbalZg0aZIQjy446C5fvryIYebMmSNcERYnVwKulFxZGRzDcNq4AYCf9lxJWZDs3hiDu5IRtMXG4EYNjn/YEjE+Rmxcdnx/OVbismLLyeB7yQ8/Bt93jhW5THmf1NRUsV4NfkAPGTJEWXoDFhsLRt2kz/dHff/UYuNjOe5ksLXkOI3FzQ9nfgjIuiI0kJWhAWgwsXEhM/gpxE8xfupzAXBl5BuhKzZ2Mzge4Buu5pYtWzQtTQwWF4vt+PHjYpnFx+dUuxeMixcv4pdfftG4DdwSxYJgEarBFUr9ZNRGenq6EJhazNwMrbaAfFPZgjH4eLbaLHLen5utOQ18De0Y5B3olp+hmAF0xcaVWNuN+xixMfhe8T3kVkE1+CGn3SrJ94M9DO3rqsFWTttLUYO9Ej6nOk7kclaLh+M5rlt8v7k+qMFp4W4I5nsfgAxZGRqABhMbWyYGWwF2D7llKDExUaxjC6YrNhYS98PwU5CtFf9nofITUw0WJPvhareHbw67kRwAq8H7s7hYdAwWRZ06dd5yRzMSG99APz8/jZg5vuMnJoPTzMt8Q9m95fQyOGjnNLGb07NnT816KWRlaAhmAI5z1PdABs6jzLLkecjK0AA0uNi48rN4goODNe4eCzC7DRTcsMKVncHBcfv27cWTi91NFhRbFrZI3J/E4LSoLZIa3JcjcyNZbOyuqNPJcRu7kwx2Gzme4BhNfeyhQ4c0rZr8dOVg/L0tlLIyNAQzwPG04yLezAjscmd59EVegKwMDUCDi43BlZ+tixofIzZ2IVhgbL04CN+/f79Yz8Exd7wy2G1p1qyZ2IfdTo4dtcFP9/dZNrUbOWDAAGGRGfzU55YytnRr164V67hzODw8XDxM+Doct+kOQXoLsjI0BE3IGmRlaAB+ErGxxeF4SI2PERuDG1P27NnzVtDLv7XjAPbl2Qppu49qsPsp65/j2ID7aNRxIqdZfTxbTl7m47TjSP7NadFupMkQsjLMS/wYyM6Xx2gQsXFrHzcFZwRu3eM47rODrAxzO3Vw+vI5rN6yDr9NGoku3bqibeMWCA9ohCY16qOpXwO0rtcUHaI6oF8CxcOrknEg7RCevX4zhlJAdp08QIOIjVuOdF03bVy4eEHTCPFZQVaGuZVaOHnpLBImJSIsqCHqlqmKthY+GGERigW2nbDBphd22sZjr+0g/G07AFtsYrHM5ldMsmqFLgX9Ub+kN0Kq10HPfr2w7cDOt0+te81czo8TW0ZUQ7aNqYZsW3b4Psj2N/HjqGDb/p2IiIpAoFsl9LUIwkarPrjvNBNwXwp4pBBXE1cSVxCXK+Tfq4i0vfRyPHOZh8N2v2G0eTM0sK+M+nWDMXPJHLzUvpDu9XMpDSO2T8HsQHYeEzNPBUdOH0eb9m0R6PA9phZojTslZqjE48lCSiYRLSYuygR5P9rfY5k4/qXrIqy37o1wi59R29cfq7aoGqIEZOnJZcxdYtPBxVOnsGl1CqYlJqJvTAw6duiAdpGR6BAdjT5dyVVJSEDqsmU4feTou8frntvE91P5NyZpIqq6lcfYAs3x2HkuCYyt1xIdEWWXJDxPsnruK7CORFfbqjzad4zE1XSlo1s3TbmMuUNsWrh69hwmjxiJXxo2RJmAQJg3aowC3brDatQo2E6ZCtukJNjRf+vEMSjYuzfMQkPhHhgI3+B6SIiPx5nDOv1MsuuZ+DYJtx/eRWh4EzQz+wlnio4jUazRo8h0SRaPRPzUdQGGfBWCKv+piO0HVK/jCMjSmAto/GJTcOboUXTr3Bnu1avDIioaNnPnwYkslvvFS/C4fgOeN2+J/x7Xrqv+8/KNmyh96TJKHD8O2+QlMO/SFY50fNvWrbFP63UQ6XVNVJFw8uIZ+Hr7YOCX9YBS5PKxuygViZ7JYiZRr7Xqgaolv8Pc5bRODVlajZzGLTbCC34bIC4OLt7eMOsTC8e9e1VCunoNpc+dR+kzZ1H69JmMydvJGnpcvgKPW+koefQYCg5PQNFqPoght/M2iVNAdv3PnYS0cyfh85+fMLNAO6r8+nQZs0DPFKQVHQtf23KYMFvrbQ1Zmo2Yxis2won9B1DdvxbyN28Bxz2KyC5clIsqk/Q4fwGeZPGcj6fhS7KU5at4Y9u6daoLMmRp+RxJuHTjCnwqVMYSi04qtzHTDR8GILmVVxynoYZNOcxeukCVQFm6jZjGJzYFm1athmuF8rAYPwGlSRwe5A7KxJNdsmhZvHYLFqLwjz9ittZoeGm6PicS7j95iFp+/phq1jLnhSa4UAiO40XvEt9h1yHVYHRp+o2URim29StWwOH772G3dBm8yPX7oKv4EfQiwRXbsRMFK1fGlFGjVAlgyNL2OVBBRJdo9PkikCo594lxc75MADlAcilTrXvCu3wlXMllrZTGJTbCX+TSOVSoAPvUVNHoIROIvulJcZvj3n1CcHM+dwtHWLA6GXUtKuClG1kzj6XySp+TJMEN+yoEER2jVAlmyPJiZDQesRG4xbH0f7+H7eJkeHFLokQYhiILrtj2HShMFnXHRtWr+9J05mUSbt27jWpfV8IBuyFUqVfKK3tO02MJXrguFP1wKzcrHd+y/BgZjUNshJfPn6NOUF0UHDESnum3pYLIFLnl8dx5Qf4t3UfGU6eFJbWdvwD/9fHBPfUEMbL05kUq6D9sIPqa1aUKzcOpcjpOew89V2GLdR8E+Pjh6QvlLQxZvmTUhWwfAzDnxaZgyuhE5G/YEO5kYbIkEiILy/PqNVVf27kLcD96DO7H0uBx4ZJq3ZWrmTsnxYbcN/dldAf07vqrkjKCLN15jYQL1y7Bz6sirhYjV5qHUMkqudGQHgTuK9GqgDdmJqveOZTmS00dPHn8BM+fSaZLkB2rJxqF2G5evoJ/V62Kon9uhSf9lgpBRhKH5/UbcD9xEsWnToNdRCSsG4TAslYALAMCYd2wEQp16gynefNF6yO7itLzaJH34764It7eOLxLGbUgS3deI2HI6GHobxZEQlstqdxGSHJzt1v3Q7B/HTx/qbymI8kX4+GDh+LVLp78h1/45YmoeNKhiPYRGDpkKPbuUVo31dA9jx5oFGIbHh+Przp0yHyDCLl8or+M46xJk2FBbp9VcDAc6DwlFi6Ey+YtcNm0CU6z58C+dx8SHomvVi040TYW54esHKej4LDhaNe6tSqBsnTnJRIevXiK2t/XQJrDCBLbcnnlNjZyK6lbMhoVqozNe7erMqKTLwa/W8nzTvJsW/x799+7xWtgJ9JOYE3KGjEHKE8SxW/381QXGmifSw/MWbERHt5Kx9e+NVGUBOKZyb40j4uXhOBsSQzmVaupLBe5isJl5JEiPISLeVm1jkeaFJ84CQV/+AEOffoIwYmYTnJuQdpWgqxbSV9fnFfmn5SmP6+QkLJ1PcLtqlLl5dZHI47VdOmZgonmLdCtt2pWZO083b1zF61atkIj8nAOHnj/7NU8cxe/9Pzzzz9rZoYT0C6nj2SOi23ZnLmwbNJUFavJKr4uWSTnzsG6Xn3YhDXRuJKiL44EyPtwB7imE5zXcUxHoi61d6+wgoVjuolRJOIY7XNrkTu8zTp3wVjtGXplecgLJPSM7YUJZuFUefXsQrrzf36/TXmXjX+LdXoixZYnCo1A/Z8D8PDpmynRHz96jBAKKeL6x2nyKKCbdzUVnKSQhOfS/D1J9f0A6b7ZZM6JTUFERAQKjB2XqXiKySIpTH63NfncPD5SWDn1dm7goJjLMXUdnFanwOPkqTeCYteT9i915CjMK/+MoqPHqASnCFSXvG+h5CXwJVFr0qubh7xAArfmhfgH43AherDo04V0XwJ4rcDlkpOw3S4ef9n2xyX6DU+6Ril9dZSTFXZdiFDHqth9RDX5E4OnF+zVU+vzU7K8y0jguS2rVq2KnTt3qlbI9ssGc1RsD8nMV6hTB0X/2i5aDmWVXpvceOJMIir4449kpfYJl1EjForD3MkalVy4GN9TQVUICoIb7VOaYru3zkFW0HnNWhSsWBFuu/e8LVYtetD5nI6noTT58hfpv4AsH7mdhHPXLqKBizcelfyDxKavgcZLcN9jDoZ/3R4tG4fDPygQvzSoi7bNWiHxh0647zVXf4LzWIme+QMxZ8VCMafowPiBCG9CVloNWb7fRwJPysvTo2smeJXtl0XmqNhO7tuPwiQ2V7Y67B5KKr022frZhIfDYcAAeGn1xbE1K8VjHWfNwQ/+tdDAtzrCe/SAIwXC4jUbrXMweQiYXdt2sKd9hHXT2a6mO8WBtuHNkUIWTkCWj9xOwpodm9DWpgZVfn3Fa4vxwnURhpePROehvdCxVSTalK2Ldt8EoUd0V8QMj8XwitF4IZrv9XA9cn1nW0di6JgE9ImPRb5/5EMN3xrYtGoT8FKVRwElvwJa+RdQL2ut46kSl+jx3ueo2FbNngObNm3EQGNZZdcmC8pt19+wqFEDbjt3iWWxjSyX246dKEfxVYO6dRHesCH+x9MTwbTM7qRzaqrK+mnFZ+willy+ApZ+fqptGbROsri/iInBhFHKlNyyfOR2EibOnY44uwZUcbkjW1KZs0r3pThSajRat2yNnoNiMcmhDVCCrFiJpZho1xqjxiaib/feOO86kfbnuUp4OoWPoOc6/GXXH7FdeiI2th/+4f0POK1ygm0TW7Ko/lictBjPH6osFE809ejhI03+b9NDW3yERbtMmITkxcmiBVMD3X2yyBwV26QRI2DbqxdK82BjSWXXJrt/TjNnwprEJBo/FPGwcIpNmIhKX3+N0mXKIJ+lNRxt7FGdfHYb7ncLDVMJU1tQ/DvthOgOcF67NkNXksVmnpiIXr/GqBLMkOUlN5MwdPRwjLVpThV/1duiyTZVYmtZhlxHp0q44DwRt9xm4ZzdFMz5ZzSim0ahQ1g0kr/sgpPWE4iJH0ebiViSrzOaVGyA0IAmsOxmiQr0V5b+HLc4wqqVFarUqYIpCVNQ178uFi8ma6qAZ8vu2KGjskTQKper5NnUr18fd24rX9rRLrdsMEfFNjg+HlYDB4k3q2WVXZvchF902DDYkYh4tIhGbCQUZ/KvC/eJhV1sf/y/YhYoXMYC3wbWhmU1HxSfnqTaX+d83FVg06QJHKdPl25nstis/5iFCD0+3YyOhH79+2O6BVkfnvVKKp5s0H0RXjjPxVOep4Ris8b2P9GD0gZF2jnAoa2KRVszi+iNDu0dYP6NOZynOuM/9PcN/X1Lf+Xor+TukrDvaQ+rUlbwq+GHa3TPubmfxbRxw0ZVQeiUC48yCW0c+ubDINrbs8EcFVvf2FhYDh2aObGRq+lAT6HC3bq923JJwuPxlG67D8LsGycUqksFXro0rGv6o9Shw6ID/K39iSw221atUWz8BFXXgc52sQ9dx3buXLRpTRVRDVlecjMJfXr1xkxzfhNbj2ITJNeR3xpwXoZQt8ooea8UviMRsABUIviW5FBOL+Rzlae/onFF4Tbfja7zHa1/88fLvL3E9hLI9898KF+uvPh0MX/ckUUloFMur1+9Rhh5RocOKh3d2tuzwRwV2wB6oloNyrxlKzJ4CArxSBMWm1YMJn6zoE6expf/doetmxmcHYujUJeu7+6rUFi2ZuEoPmXqu+JVyOttZs1Ge4orNZDlJTeTwN9pS9K3ZRMkd43OedpxHP5dyBnmcdawnWQP6/GF9cxCsJvgQOFEMZh5m8FlhotGbCxD/l3mdhkUnlgYHmEe8PyXJxJHJYovr45IUH3UUlYuz54+E2I8fkyZUFh3nywyR8U2bthw2JL7V5pHeUgquzbZ+jhOnSY6skWTv66AaFkIiKyQ7T++gKObG4rNnSd3EflYomXtX1By2fIM3wJnsfGb4t07d1ElmCHLS24mYXDCUIy3bkHi0GeHNrc0rsAmh/7oULsFWvWIwncO/4PRBZpjiWUPYowe2RMj8oWi1tc+8K3kB9t+tsKKsfX0uOoBy0GWcPN3Q6fWnZC2Lw2rV65G+3bt0Ty8Ofbs3qMqBEm53KJ6yWMob1DdE9DdJ4vMUbElJ/0uGjEyIzaOzVw3b4FFzZooRWZd1lXAzfxOI0YiX758MHdxQSlu+pc0frBYXdZvgIWvr3hDQIxK0dmHyWL7slcvjP5N+S6BLB+5nYSxf0zCYLtGJBA9tUYKLsdGh1i0DArDqOnjEF8tApdcpgCe2wAv5lb6nUrkyV0/kl6bsL/QYPTt2AOxPfvhi9pfwP2UO6z6WqGMXxnEdY/D6YNvPtDIw7i8vLxQy78WXr1UfXVVVi7r160X4yXZnRTQ3SeLzFGxHdq+A7bBwXDj1sEMmt+1yZ3a1hTQFuMRJ5IWTI6xipGrWaqkE74PCoKrpFObyf1s9t17wC4iIsN4TZCsokXLllg6f54qwbJ85HYSlm5JQZSNH1kiPY0ecV+Ciy6T0T24PSbOS8IP31RAF+sATC4egdHFWwpOdGyLG6Wm0/566ET3XI0FNh0xcPgQ9I7rjXxf5cM3Nb5B4tBEXD/77pdMGXPnzEXqWq3PDEvKJSoyCtOnURoZutuzwRwV2z2q6GVr14Yjj+RQ95u9h+wSOs2aAwvvqnA/eeqdY9xpe4lhw9AyMAAN2rdHiZ273hEbWzU3snjmP1aEy4aNKpdUa7uGJH5n+u9aN0h0vgvI8pHbSThx6TRCHKvgqfNsirH0UPlJtBOd2qFNbEeMSZqAphEt0bhLS9Tr3Az1u4QjqEtTeFUsi60lBtD+K949PqukuDAufxB+Xzwbq1etQmhIKCJaRqgyp4Yk3wK665Vt7F76+/nj3t17qhWy/bLIHBUbXr9GOFkOc3InPSneklZ6bXJcRoKybR6OQh06wuv2nbfdSRKfy9KlcCTT79SjJ9yPHH2znUepkEvJtKpTF4U/MHqERWifsgaVaN9XzzN4VyovkMADeOt718Zph9FUcT/2pVFuFFmKFKfeiHaqjdjSoRjw7+Zvsf+/miHWpRHOuU6g/XnUiuw8mSVdz20xmhWuim17d6gyROBYa9LEScoSQZZ3GQn8/b9aAbX0OnqEmXNiYxJmTpoM87ZtMzWKhMliKXX4MMyreMM+tq/qtRqdEf6leB+2eupGFPrPVpG7ALiBRXSM83ZtoeqQhVigbz8M6NVblVCGLA95gYROXTpjllk7csn01SJJFdWN6EJikFFfQ8NI2JftxyO4gh/SHyqdzwT+pnr16tU1n2kWkOVdTQU8uoSHaYm3BRiyfbPJHBfbDRKARw1fOPEkrJlwJYWFIisohm75+8O6cShcd+4UMRw3aGhEROTfHJOxcJxT14kRIzZhYcJFFA0nLE7ZNUicLkR72v/I35/B29qE+SuTEWHtSyLQg1unIYvpfZQdk0VSvDbHIgJRUdGqjGjlKS0tTbw02psemNwo8iH8+eefYn+N0Bja5fSRzHGxMbp36gyzfv1UL3pmJAAdqpv/+d0080qVUCg6Go6z54hxkqX51Zq0E3Ddug2O5KLaNm8hpqkrMmSoxpV833VYnJYUGNcnC6hJp27a8xIJ6Q/vIuD/e+NysYl6cCU/FUmw7svQ0rIalm1crcqITr74s8wxMTHwq+mHIUOGYOvWraJJnz/p/PTJU5w6dUpMl9CC6ggLTXso11vn0gNzVmxMAn/SqUTVqihx4GDmrJtCMTUCWS5XKkD7nr1gFRQEy8BAZRoEZR6S+g1QZOAguO3bpxLzh1o9ySK6nbsAS7o5W1ZJbmBepIJusT0xpkBTVXO6tHIbGT1X4Fih4Qis6IuHTx+pMpFB3o4cOYL4uHiEkWfDb27zi6UNQxoKtmnTBrNnzRbzlGigex490CjExujfoye+iowUb0hrYq1MkmM2Fp2I5/btF62MLhs3qfrj1NsyKWIWpBmJs0WzZpQ+JYG6ac6LJBw8cQQBTj/gQYlZZN300CppaHqkICZ/LYyYnKjKgCxfamqBO6l5/pGzVM80Q7XUkB2rJ+a82JiEe+npYr5Gm3nzxJTgMiF8kFR4bO00riLHbpkVLrmVHPMV2bQZpX/66fOYe0SbCqI7d8T4Ajw9As/vL6ngxkLPlThWOAHVy/2EWw+yMCo/I8j21TONQ2xMws71G8SMxDwzsRhmlcn47aPJQiML6HziJApU88EScikEZOnMyyScunQW1Vwr4HJRjt2MdZYtjtWWo1n+Spg2b4Yq4bL8GBmNR2xMwuzJU2BW+WeUIBfwkwiOzs+upivFcv+sG4T47sosTQxZGvM6CQmTRqNV/ipUqXn6cX3NFaJHeq3BAvMoNKjXAC9fZzDcyghpdGJjTBgxAmbeVVF8zx54kX8tFYmeyIJ2of//DApGDDcfv8o9N88gJLyiv+B69TDNaD4XpUXPVThM7mMll3I4ePKoKsGyfBghjUtsTAVTRo+G5Q8/oHDKGvGuWmbmKMkSyZJxE3/xnbtgVrMm+nTtahKamoSzVy7gp//9L9Zb9SRLYiStk+TW3is5C7Wsv8PC1fod3fEpaHxiYypIWbgInhUrwSx+ANyUZv6stlS+QzpeuKdEi/Hj4VSxIn4fN165IkGWns+RhJ0Hd6Oy87fYV4i/aJPDgiOhPXddhDCzShg8KnfO5WmcYmMquHzmDMKbNIFVrQBYz5gJVxYdWSTR2igTUwYUo0nouFJXrqLQ0mUoWK8+Auv8gkO7dilXIsjS8TmTkLp1A6o4lcMOuwEiVsoRl9JzJe45z0VTs58Q058srRqyNBsxjVdsaipIJYEEBgfDtvYvsKCYjlss3S5fFa/ViHGPJCJu6NDw8hXVerKGbrSN3yywJEtmHlwPVQICMD8pCa9fKAOMGbJrmyiwYftmVHL/FovNlW9rf7IPJJKwSeAniySituV/EDd8sCpBDFlajZzGLzamFrauXYvOkZH431q1YB/SEPm7dBUzKvMngR3WpqLI+g1wSF2HQstXwHzyFHzZrTsKh4XBy88PrVq0wJpFi/FSuyNTdj0T3yaBGyOqV6qKuK+C8MR5HomO3+o2oJUT3Q6rsMSyK35y+hozFhlm/v1PydwhNjW18OhWOv5cnYJEsnKdO3VCSONQ+DdsCJ+QEPiRCOs1aozoqCgkDP0N65YuxV2ybm9Bdn4TMybh5r3biIrphECr8lhn05fEwPM2cveAHkXH4zLJep4tOh6R+aujtq8/dhxUBoMzZGnLJcxdYlNTBlrPFuvZg4d48fgxLSgti7rQPZeJmaeCJakrULsqeQoFq2GbbbzqdRluQMnuAGYeGsav9pBwzxcZj4EF6sOnzPcYNn4knr3KO65+7hSbLt8H2f4mZp8KHj1/ginzfkeQTwDCrH/GXItIXCg6QfXJKbZ2/D1uMWMxCZBjPA15mVxE3s4Cc1+BB44zyFL2QscCfvAvWwU9BvbBhRuXlSsRZOnIhXy/2Ez4dJCVvzFTwXO8xKrNaxHRMQp1yvqgeZHqGPhVPay06Ip99r/hXNExuF58CtIdp+Gm41RcLDYeRxxGYJN1b4z5sgkibf3RwMsHYQ0aC/Feva3MZMWQXTcX0yQ2Y4Gs/HMDtZD++J74qOKIsaPRPjoSoXVC0KhCAEL+VQMhHtUQQqJq9I0/Qn3roUWLFogbMgDzly/C6WsXlDMokF0nDzDbYnulHm2RAV6/fv3BfT6E+/fv44V287wE/HJgVsHp4vQZEvxyYpagW/a5jRK8eP0S9548wM0Ht3Ht3i1cv5+O24/u4cnLZ8oeOpCdNw8xW2K7c+cOEhISkJ6erqx5Fzt27EBiovKeUTaQlJSEkJAQ8WLfW985VvDo0SPxLWSeq71bt264fv3tKcuSk5MxcuRIZekNWGgDBw7E/v1vPpynb2zevBmLFlHgnxXIyj83M7OQHZsnCfwf9S6eszcVte0AAAAASUVORK5CYII=)
PhysicsGrade-10