Physics
Grade-8
Easy
Question
If the continuous rubbing transfers the charges, then the charging is caused by _________
- Friction
- Force
- Sound
- Current
The correct answer is: Friction
The charging is caused by friction.
Related Questions to study
Physics
Which of the following processes permits an electric charge to be transferred from one charged object to another?
Which of the following processes permits an electric charge to be transferred from one charged object to another?
PhysicsGrade-8
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A charged plastic rod attracts _____ pieces.
A charged plastic rod attracts _____ pieces.
PhysicsGrade-8
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There are ____ types of charges that can accumulate on a non-charged body.
There are ____ types of charges that can accumulate on a non-charged body.
PhysicsGrade-8
Chemistry
In the vacuum distillation process, the boiling point of component of liquid which is to be distil out becomes:
In the vacuum distillation process, the boiling point of component of liquid which is to be distil out becomes:
ChemistryGrade-8
Chemistry
Study the following diagram which is the experimental set-up of some separation techniques.
![](data:image/png;base64,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)
Which of the following statement regarding this experiment is/ are correct?
(i). This method is used to separate the different gases from air.
(ii). It is used to separate the mixture of acetone and water
(iii). It is the based on principle of repetitive cooling and condensation of vapors.
(iv). This method can also be used to separate those components that have very high boiling points.
Study the following diagram which is the experimental set-up of some separation techniques.
![](data:image/png;base64,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)
Which of the following statement regarding this experiment is/ are correct?
(i). This method is used to separate the different gases from air.
(ii). It is used to separate the mixture of acetone and water
(iii). It is the based on principle of repetitive cooling and condensation of vapors.
(iv). This method can also be used to separate those components that have very high boiling points.
ChemistryGrade-8
Chemistry
Read the following paragraph and fill in the blanks by choosing the correct option.
When a crude oil(petroleum) is subjected to fractional distillation, The component (i)_______ out last. This component is used for making paints and surfacing roads. The another component which comes out at 40℃ is (ii)______ And is used for fuels in vehicles. The component which distil out at 330℃ is (iii)_____.
Read the following paragraph and fill in the blanks by choosing the correct option.
When a crude oil(petroleum) is subjected to fractional distillation, The component (i)_______ out last. This component is used for making paints and surfacing roads. The another component which comes out at 40℃ is (ii)______ And is used for fuels in vehicles. The component which distil out at 330℃ is (iii)_____.
ChemistryGrade-8
Chemistry
During separation by using separating funnel, the liquid with lower density:
During separation by using separating funnel, the liquid with lower density:
ChemistryGrade-8
Chemistry
Identify the technique of separation which is used for the separation of two liquids shown in following picture:
![](data:image/png;base64,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)
Identify the technique of separation which is used for the separation of two liquids shown in following picture:
![](data:image/png;base64,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)
ChemistryGrade-8
Chemistry
A mixture of o-nitrophenol and p-nitrophenol can be separated by:
A mixture of o-nitrophenol and p-nitrophenol can be separated by:
ChemistryGrade-8
Chemistry
Which of the following apparatus does not use in the process of separation by using a separating funnel?
Which of the following apparatus does not use in the process of separation by using a separating funnel?
ChemistryGrade-8
Chemistry
Identify the mixture which can be separated by using the fractional distillation:
Identify the mixture which can be separated by using the fractional distillation:
ChemistryGrade-8
Chemistry
The Fractional distillation is always different from the distillation. It is due to the use of which of the following equipment?
The Fractional distillation is always different from the distillation. It is due to the use of which of the following equipment?
ChemistryGrade-8
Chemistry
In the below table the boiling point of a few gases are given. The liquid mixture which contains these all gases are fractionally distilled. What will be the order of gases distilling out?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmIAAAAzCAYAAAA0G2SdAAAPmklEQVR4nO3dv0/jyPsH8Pd+9WnPxXarRSim30QnrbTKNhQuUi7RhYprknORapVLsR0uTEcRIioKy2mOCktwZQoXWxzWSiudkuuxhUDbUeT+gP0WaOY8tvODkOCQfb8ktJsYB5MnM37mmTF+8f379+8A8O+//4KIiIiIlu+nn34CAPxfzsdBRERE9MNiIkZERESUkxdiahIAXrx4keexEBEREa2tWMol/W+WbwK4huy5EnPQwosXLzJjzPg+T4zvemN81xvju96y4puFU5NEREREOWEiRkRERJQTJmJEREREOWEiRkRERJSTRyVimqYpX+12e1HHRTmqVqvQNA2e56We73a7AIButwtN0zK30WqbJb70vAVBkOqfk/Gm563dbkPTNARBkPeh0CPNlYiJRm7bNkajkfwKw5CNfU3ouo5GozF2e6vVwmg0esIjokWaFl96vjzPQ6VSQb/fl33zcDhEo9Fgor1GHMeBaZo4OzvL+1DokeZKxJrNJmzbRqvVUp4/Pz9HrVaTj0ulUma1LDlai2f04ypsk/ahxavX69B1fWzH7XkeSqUSgPs4+74Py7KgaRq63S6iKJKjcE3TUK1W5b7xOIrXEES1JivWogonvqIoAoDUz0r+PEqbFl9g/PsN/PeeZ73fnuehWq3KEbv4TNDTODg4gOu6KJfL8rlCoQDXdWFZFoD7dhaPWbvdlhXRZNtpt9uyL47HNFlpi7e/rH49vj3Z7ulhPM+DYRjY3d2F4zipbfH2J9repL41Gbt4e2232+h2u8r5nOffxXpwIhYEAcIwxM7OzsTvq1arODk5kaMxx3Fk8JrNJlzXlaM10WGUSiWlyub7vmzk4/ah5dnf34dlWcoJOMtgMIBhGDJ28QT99PQUo9EI5+fnAJCqpG5tbcmOv9vt4urqSm4DIE8onufBsiy5zXVdfPjwQTkO8bOSnx3KNim+k97vKIpQLBaV9nh1daUMnHzfx+bmJkajEfr9/kyfI3q8KIoQhiHevn2b2iaeC4IAR0dHso0EQQDHcXB+fo6dnR34vq/EynEc7O7uwvM8OI4jY67rOmzbRq1WQxAEaDQaGA6HMuaVSkX5+QcHB0rbZnI+v9PTU2xvb6NcLkPX9VRfF29/rVZrat8aj91wOIRlWcprWpYlz+e2baPZbD7p77vu5l4jVigUAKQzaRG88/NzmSwVCgXouo7b21u5/+XlpfJ6IsGLn8Tr9TpOT0/H7kPLVavVYBgGjo+P536No6Mj+X/P86DruhLjT58+wfd9AMD19TUMw5DbDMPAzc0NgPuOx7Zt5djCMFRGZvGfZZqm3JeyTYrvpPf74uIChmEo1e/9/X0ZRwBKnMXJ4tu3b0v8bQiAfI9F/xwXf05UyBqNhhzkiucNw8DFxQWA/9psuVzGzc1Nqn1eX18DAM7OzmCapvwZWQnCycmJ/H+9Xpf70sNEUQTf92UxJHmeBJDqZ2fpW0XsCoUCTNNUzremacrz+c7ODsIwXM4v94OaOxETI6ZaraaMkOLb4wlaPHCDwQC+72dOIcX3EWX0afvQ8hwdHSnVzMfa2tpSHr969QrA/edlc3NTOZn7vo+NjQ35WEx9iq9p2NFPNym+k97veFsHgNevX0/tnOMDMVqurOqjeE60uVqtJuMYT6r39vbQ6/UA3J+k6/U6AGBjYyPVPjc3N+Vjx3HG9vlZeDKfjxgIicTp3bt38H1/Yh89rW+N/198/7T4sMK9OA9OxERWLEZM4ySnLpId92AwkFMa8RJ1fPF/fEpr0j60PGJ0dHh4uJDXu7q6Uh4nR/BhGMqO3DRN5QSRvDiEU9SPNym+k97vZCd9e3ubauP09ER8vn79mtr29etX6Lou21q325UDo3h/Gq9+xisvgmifW1tbStXFNM3U5yXefmkxer2eLEpomiangKct2p/UtyZnD66vr9men9BcFTGx6HNaMvT69WsA/007ZhEdgShlz5JgJasqtFydTge+7ysjqiRd16dWoEQHH4/x4eEhTNMEAHz+/FlJ3judjvy+vb09pUJKi5MV30nvt1hHFJ92Ojg4kJUTypdt22g0GkrFQqzh2t/fB3BfzbAsC0dHRzg5OUmt4TMMA81mU6m8XF5eKsl5fJAsFo2zSrJc4lwq1nOJL9u2U4v242bpW+MXP4l1gfQ05krEarWaXNCXnLoQWbbruqhUKtA0TTZoID1lCUCOqgaDQeo141fgZe1DT0OsIUmWsAXREU/7e0XJz42u67JTODo6QqPRyLx6p1arwbbt1FU/tBjJ+E56vwuFAvr9vhKrer3ONrkiWq0WXNdFsVhUqib9fl/2zx8+fJDrgsrlMkzTxO+//y5fY29vD2EYYm9vTz7X6XRS/bO4QKNcLqd+ZvJKW3q85Fo8QVQtx/W9s/StInbFYhH9fp+zDU/oxffYrd7H3fkd4N3fn6usu79nxXgV4lsqlbC/vy9PFuLqvOFwmLn4mJ5XfOnh8opvEASoVCpK26tWq9je3lYSbk3TeNJ+hKeKL/vWfMwaX97iiFZGGIZyOhuYfAUYES3Ply9flGlJ4H59Z7winlz8T6uLfetq+1/eB0AkZP3toeFwmNPREP24er1eas3fn3/+iWKxqNyRod/v82T+DLBvXW2cmlxznLpab4zvemN81xvju944NUlERES04piIEREREeUkNTVJRERERIuXNTWZWqzPNWLrhWsQ1hvju94Y3/XG+K63rPhm4dQkERERUU6YiBERERHlhIkYERERUU5yT8Sq1epMN/p+zrrdrrwn2z///INSqQRN01CtVnF3d4dut5u6p5/4CoIA7XZ77d8jIiKiH9FciVi1Wp375stBEMgEI0kkJIuWPFaRFM2676xJULfbRbVaTT1vWRY+fvwo///HH39gNBphe3sbFxcXaLVa+Pnnn2EYBkajEUajEf766y+5/+7uLnq93szHvAwiecyKdzKRTMa23W7zRsDPhIhV8ubBnueNbTuM7+qLt99SqaRsE7FN3gw6uV/8a9zNpSkfk/rnKIomnv/i27LOX7R8c1fEbNuWSYNpmjMHsFwuYzQaZd4kttVqYTQazXtIE/X7fXm8juPMnFyNRiPlJrcP5XkedF2fehuQly9fKo/fvHmDX375BQDke5WVvD6FbreLer0u3z9d12VjjqIIvV5PbrNtW7mVRrfbheM4yvZisZjL70GTBUEA3/eh67ryfKlUwuXlJUzTTO3D+K6+ZPsFINtvEARoNBqyfxwOh7AsS/Y1g8FA7jcajdDv9wFA3jya8jepfwaAYrGonK/j5792uw3XdeU23/c5+5KDhUxNvn//HldXV8pz4zJ0kZ1njZo9z5OjNfF98dFaMtnLGq3NMhq3bRufP3+Wj5Mj+njCUyqV5OhPTDHGK4JiW7vdhmVZ8H1fOdbLy0sYhqH87F9//RWapmEwGGBnZyd1fHd3dyiVSuj1ejIJMwwDZ2dnU3+3ZWi1WkoyWq/XEYYhgPubxg4GA7lN/D4iDr1eD67rKq8FgCPqFdRsNnFycpJ6fjAYoNPpZO7D+K6+Se1X3Nxb9DOFQgGmaY7taw4PDzMTcsrPpPiKQkB8u23bcoal0+koSbVpmri+vn6iIydhIYnY6empkmyUSiVlms00zVQ5/CGvHc/W44nP1taWHMUB892Att1uw/d9+TNc10WlUhmb0DmOg729Pfm94ga4nU4Htm3L3/v8/BwA4Ps+3r9/L/d/8+aNHGX2ej2lEiaSuEKhIBuSsLm5mXouL5ZlYW9vL3Pbt2/fAEDGIQxDvH79WvkeXddxc3Oz3IOkB2m328oJeVaM7/NzfX0tq54bGxvwfV/p78b1NaJiKpZZ0GqK9883NzfY2tpStm9sbIw9l4RhiM3NzaUfI6nmTsQsy5JVId/3sbu7C+C+sYZhqIygP378iDAM51o7cnR0JP9vmqbs4MMwxPb2NoD7k76u67i9vZ36elEUKR9Ux3GUKkCtVoOu6/j69Wvm/oZhyBGE+HfS7/WQ5EkkcVEUpaaHNjY2UlXHpxSvAtq2PXZqotlswrbtia+V7BgoX0EQwHGcsVWvh2J8V5eItUimarUaTNNEsViU7duyrMx9RTXsoYNdWr5Z+2cAqYGT4HkefN9/1FIcms9C1oj1+31UKhU5pZdMIkTDFdWSxxBlU13X5fRiFEWZI/O4SqUCTdNQLBbhuq7yQX316pXyvVtbWw8a0U/7vSYdV5aXL18q033CU1TEkgvvRZJ5fn4u4319fZ15UYWoUk5ryHkmlD+6rPg2m01levGxGN/8jGu/QqVSgeu6SjLV6XSUdWCmaab68CiKlAE35eMx/bOQVbCIokiuFaSnt5CpyXK5DMMw8OXLFwDphEF8WJIJz2OJqTyxGHHStEp8sX5ytJBMpK6urrCxsbGw45ylUjeLZOe4DOKCCfGVNfoVo+l4Jy+meMWUrJBVqQzDEO/evVvC0dM0yfgC9/FoNBqycxePZ7kAh/FdLZPa7yzVEuB+liC+nAIAjo+P55q6psV6aP+cNZNyc3OjLCWKokgWKBjffCwkEROjpXfv3qFcLqeu2hCNeJElbd/3leRq3nKqaZpoNpvysed5CMNwrquCsj70syZPd3d3uLq6wt3dXeb2rLn+p1KtVpULGC4uLgD8V+msVqsIwzCzimcYBg4ODuTjbrcLXdfZ4FdEoVBQOnZx1ZXruqmkOgvju/rEhU+u607tJ6vVKnRdV/q/KIrgOA4+ffq07EOlOUzqn9++fYswDJWLZ+JLc4IgQLFYRL/f55WwOUrd9HtWlmUpawni2fRgMICmaXAcB8B9Zz1Lp/4QJycnyp9JEMfw0A9Tp9OR8+vCvH9Co1arycqCaZrodDowDAOXl5cTj6vb7eLvv/8GAPz222+Z71V8ge1T+/TpU+q9Fu+RWMALQHkPxe+/yPeX8lEqlZQqt+M4jO8zcnx8DABoNBry4iIAchoq3rZ1XU8NqI6Pj5lcr7BJ/XOhUJBLh0Ts41XRw8NDAEjtPxwOuRbwCb34HrvV+7g7vwOrd/d3TdPQ7/eVv7FVqVRW7iTgeR4ODg4yq0UPUSqVsL+//+BEM+vu71kxXrX40mwY3/XG+K43xne9zRrf3G9xNI+sNWe3t7e5VYwmqdVqc18xKogrUVk6JiIiWi9zT03mqVAowHXd1F/wXrVqmGCaJo6Pj+f+8wBnZ2dT/yQEERERPT/PdmqSZsPS93pjfNcb47veGN/1ttZTk0RERETrgIkYERERUU5SU5NEREREtHhZU5MyEeMcNBEREdHTEGvIODVJRERElBMmYkREREQ5YSJGRERElBMmYkREREQ5+X8PyCLnP8+DwAAAAABJRU5ErkJggg==)
In the below table the boiling point of a few gases are given. The liquid mixture which contains these all gases are fractionally distilled. What will be the order of gases distilling out?
![](data:image/png;base64,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)
ChemistryGrade-8
Chemistry
In the process of vacuum distillation the pressure of _______ above the solvent is lowered.
In the process of vacuum distillation the pressure of _______ above the solvent is lowered.
ChemistryGrade-8
Chemistry
During the separation of an immiscible liquid-liquid mixture by using a separating funnel, the following steps are followed. Arrange these steps in proper order.
(1) The nozzle tap is opened gradually and the denser component is allowed to the dropdown.
(2) The liquid-liquid mixture is poured into the separating funnel clamped vertically.
(3) The light component remains in the flask.
(4) The liquid with higher density settles down at the bottom of the flask
(5) The mixture is allowed to stand where clear layers of liquids are formed.
During the separation of an immiscible liquid-liquid mixture by using a separating funnel, the following steps are followed. Arrange these steps in proper order.
(1) The nozzle tap is opened gradually and the denser component is allowed to the dropdown.
(2) The liquid-liquid mixture is poured into the separating funnel clamped vertically.
(3) The light component remains in the flask.
(4) The liquid with higher density settles down at the bottom of the flask
(5) The mixture is allowed to stand where clear layers of liquids are formed.
ChemistryGrade-8