1. If twice the Son’s age in years is added to Father’s age, the sum is 70 years. And if twice the Father’s age is added to the Son’s age, the sum is 95 years. The age of Father and Son are:
(a) 45 years and 15 years
(b) 40 years and 15 years
(c) 40 years and 20 years
(d) 45 years and 20 years
Answer: (b)
2. In a Cricket match Kapil took one wicket less than twice the number of wickets taken by Ravi. If the product of the number of wickets taken by these two players is 15, the number of wickets taken by Kapil and Ravi respectively are:
(a) 5 and 3
(b) 3 and 5
(c) 5 and 4
(d) 4 and 5
(a) 5 and 3
(b) 3 and 5
(c) 5 and 4
(d) 4 and 5
Answer: (a)
3. A chord AB of a circle of radius 10 cm makes a right angle at the centre of the circle. The area of the minor segment is:
![](data:image/png;base64,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)
Answer: (d)
4.
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)
Answer: (b)
5. What number must be added to each of the number 7,16,43 and 79 to make the numbers in proportion?
(a) 6
(b) 5
(c) 4
(d) 3
(a) 6
(b) 5
(c) 4
(d) 3
Answer: (b)
6.
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)
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)
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)
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8AW5R6jKysbXb+t7+Eu9royjWUq9rCdmQoEM4jZwCCBwEQAAEQOC0CEM7Tyi/EFgRAAARA4MgEIJxHzgAEDwIgAAIgcFoEIJynlV+ILQiAAAiAwJEJQDiPnAEIHgRAAARA4LQIQDhPK78QWxAAARAAgSMTgHAeOQMQPAiAAAiAwGkRgHCeVn4htiAAAiAAAkcmAOE8cgYgeBAAARAAgdMiAOE8rfxCbEEABEAABI5MAMJ55AxA8CAAAiAAAqdFAMJ5WvmF2IIACIAACByZAITzyBmA4EEABEAABE6LAITztPILsQUBEAABEDgyAQjnkTMAwYMACIAACJwWAQjnaeUXYgsCIAACIHBkAhDOI2cAggcBEAABEDgtAhDO08ovxBYEQAAEQODIBCCcR84ABA8CIAACIHBaBCCcp5VfiC0IgAAIgMCRCUA4j5wBCB4EQAAEQOC0CEA4Tyu/EFsQAAEQAIEjE4BwHjkDEDwIgAAIgMBpEYBwnlZ+fdmxXS9omr6mJB5SMExokTXDkT2ldBMGFN6k9NTwnWY+w1WnBFZTii/HNPvcqa/wDAQ6JwDh7Bzpl+zhJ1rOUhpHlxQEQf5/EFNyP6NlltFq+oomi4/bAcrmlAzDwl8I53Ycj/rWO0qjiyIPuYyYfy8gnEfNokMHvl7QwziiMEpp2SDsbDmjVLjnMhNGNE5F+9Lg5Q6dQDg7hPlle7WieXJDYTCkOJ3TWsGwC/ozSrYVTumfEN9RXmlaCOfR8mX1B6Vv3rcLfpt32oVwRNcNhLNhA3rERJxn0Ot/0XJ9QPXJljSbxDRgAWyQ79nygUaDCxrEKS1kXFe0SEfSj0PPJkE4z7MaHDhVGa1ndzQIQhomcypXPxbVL0k4P9IiuaV42kY4t3nnwFm9U3BKOBs0kjsFc/CXP9MyvaUguKV0eaLzzMuUouCSovHPdD9beupwV1BXtHi4oygUYSXF7NSmMpG9pfTmkoJwRNOV2cK8p2l8RUFwSTfp2z3G204/hNPmgautCHDhvaoWCjnV+vyLGXHm66o1PDyct3nH402Pb0E4e5s560caD4ylELHEkr5RI7vuYp0tJnQT/0Sz5Sfp6efZmC7EqHODcGaLhIZBQGE8pZUVnePMQkE4rUzAxVYE9PpjSIPxo56mtf3acY1TenacSmKnY/NVPqUkGqHmwrnNO5tj0jcXEM6+5Ygdn4zWizeUJsYU6p5Hoc2EU8zEPKMguKAofWdHWVwJo7JQ2FTsOqNV9rrqDoSzigzutyDABVsU3kuKkr8qxJO9NN2LdwyB0SKsjIusqRlHOFcLmhqVPIzu6GFh90eJVrSY3tNrYVBg+cVxIRLrsPeGP4HobU8X/jQIy17TrWWckNF6PqFIVmIVf17DqQibqMU7IuzXY8N/Md2V6t57kSIiWv9FiTTSuqbx7IP16HgXXQqnaOR/K6b6Bt/SVI1i8vQV619tLLC3Y9PVVC1PY4qyE9Jg9GAbvaznlAqL8solke1i739L1Js0t2DnMryHUWgz4VTlxmwnzEh/ntH4wmlHzOd7+A3h3APUL9FL3vLB1rR+EbPJFO8YwimdfKKn9EVuBGQJjiGcg4ji8c9KNIQ1708Uy6kmUygcgbb8EgEp0bqI6O4xX9fJlr/TnRSccgcgHxVeUXT3u2rQPtBsfJ03ctZIu8HUtY2CiOrfKRtGfKLl4w+5iIY3lMydDsO5C+f6ke7iH+lx+VGtr5vTeEb58U7vleDveKML4RR2Aj9SLMsWlyujXvAanxQx4/6OMW/0utwG9krVLyFQ3a2FNhJOLYwDGs/Y7NCMOQtrxYjUdNrRbwhnRyDhjRgBpEblUr1mYz2jxEiPLssNAa9p2MYAhnCWrGrZQCmgYHBHM9NCkKdyXOGU6zpXZaMCdm9O/ai4umssOp6m2w0iWOIgb9QIJzeabdLsD+TId1UDJ0Yu5qhdjK7ihKal2YKG0eVyJPmociA7E/+mZfq1f3qvodfNnHUhnHZIebliY7tcSMNoQvP1W0qjr49khOSZyq2bnbGT5L1qJJy6PkI4vRBx8wwI8L4snt4Rf8NiRGelkBs8zxSMFiRL7OqEUwwgea+nI8Rc8Xx+WfdU7LQ/3HBxuI6/wnn2RNPR0BHrGhG0AJgX1e/Yjaj5jghfWRseZPrOCbv1pZg+/YYiSyTN2YIhjaZPW1hGKnYiL5/+oPHgekt/WidIvdC9cPK6XRg/0JOwWC9NRW8b167e41HeZsOeuhAbCae0+BUdcQhnHUs8O3kComc6tddHAnMKVSVQC1RZkLYSTuKpWRY8FY5XOFmoRIWs/p+PMNltU+MDdl9OV3XWVr1TkSbtET8PWp2mpF/vyY8iv19Q+pRbXDaPGgvXgKLoqwZr7M19tlzqBry6vFSWpQ1Wo1Y48oJH588pGt6Wp+LLLxzgjmfEKdb4HyrsARrEqJFwcv2FcDYgCidnQMAw0JAjT6dR3JtwmutdhtWdObrksM17VcTZrTUdW+VY3K8SwS3e0WE7nQHtFY+Gxcje3eOmHfX/h07ndutULLxNNsJny0eaxNcVe45rUB1UOLlDtGF/onf98bdut5GUwhBT66862e/ZSDixxllTKPHohAm8p+ndLxVnx7Khg+qlm+t0urEsj8y4IbTFwBAJ0x9NjhsbR2S4x2oKiw67wShSuy3HUwdt/TiScHqZWBHr8QUzC+hiPKN2xwgUxkDuGrSVYCEAem3VKSOWw7YXPOLt8AAEPQVfU+ZUuQ6jH+hRWhR/ouX0W3kQSfW2sKZp81jVitHl6273djYSzk31Tz+vmsptmubm7mAc1JwVXFYSeE/T0ffOiR6248KC1hAqXeDLjcN2wsmNr+OfTzj1qHBDj14mg/2taWyzd/Tmzf9V63Ps3omHjcS5qnqH7zujaP120ZmoFQ3tvq8/OJ01jL1RV5bRwxcUC2voqrNuszlNRn+X25XystU2HG/g6mbXwilO2rql4cuX0mq6siMhy7VRn0RsuE6ZncS6qFvPPFOx0nCrm9GlFZS6aCScuq5W5Jm3fvtC6+4ehLM7ll+wT6LRu64+NUiQ8RVuruRdGwe5jYYvbCoEJ6gyvMje0v3kd1qZbkNnulnlerb4he708XosAl0IpxFPN10ybH7eJqxjFFUlLt40GA2+pyzUxTbfpvMVjWdLtUneERLPy/0WTjVqFJbhq3/mHzZoNZOgyl4VZw8Pecs9OWgPo0tf0M2Ek8u4v/PInexDdhwhnL7cxL2WBFRlrRIgsV9SnWVrTyFVCQxPObnrdkUFKm9q5zA8I0ivcIpDAoxjxkpm9WJ99nsasxhabkeUGlsn5N7P+EdjC0xVuuqw1ryjp+08aVO98SZre3Wh7/8Zj8p8aSDixq+0lcgTMeH2Op7SB3noN28n4rKxuQPRP+EUSwziXOOnfKpVd85UmWgjgrIzelFzgpcHqLgl12+7W7usCMW5zXnWwDJX12G348rLMx7jQye0Li8hnF3S/GL94kY/33pir4OItZJE7u/M96GZBzQXFad4tqLF/YSSV+axX8UUTXE0najkfOYln75TPrRAZomudK7xDL/ns5J0T26pc+tWWk4XH0G4onn6K/1p7i0tlZX6d4p0G1+fyZb0eBdR6OuwsND7DkcohX2IGyycqoxoS0xjO0qjuDKnPM+sDoPK5/ye6Hx9Rzeejw70TziN+mMdVs5pVZ0NufXpZc15z2qt11ceNmXxob+OIjrT5slPG61zi850eU23ot5vSvMOzyGcO8DDq0yAjYPUGol1LJw4kKDmCDtxJJ76NJA8ZkyJYd64DSlOXlPqHn8nPkl0b55ksmEDfaVw5vG3P32m4iu/Icrp478ifeY2m5pw9fFoATU5RUmGsOkdy7hFCIfgM/VbUPZOOEUKjeMPzS1AraYFeYQh2PPnpTh/+Cs8is3k0T6yTjnrnXDqJQujU8RJ0idA5eVyUvnlEtWxu/CcIsV+9eKvsf/TLAPW7yojK7f+bWpb9pdgCOf+2MLnvhDYIJx9iSbicRgCvRPODpJdrPVueS7xQbfadJDgI3sB4TxyBiD4AxDgKbzSJ4kOEDaC6B2B7oXzyEmUsws7npYE4WyViRDOVrjg+CQJSOH0G6WcZHoQ6Z0InJVwynXPZ85pSWLN9LZmLXQnfHiZiCCcKAZnRoA3w4svOIgTVD5Li97hTUpPpl3SmaUayWlKgMuHa/zV9P0+ucuNhy7csi1HoLt+NL5P6exfXCCc/csTxGgnAq7165DiCiORnYLByydGwLRcdayoW+2T7FGytVGRkx55vKVrQd6jeJ9BVCCcZ5CJSAIIgAAIgMDhCEA4D8caIYEACIAACJwBAQjnGWQikgACIAACIHA4AhDOw7FGSCAAAiAAAmdAAMJ5BpmIJIAACIAACByOAITzcKwREgiAAAiAwBkQgHCeQSYiCSAAAiAAAocjAOE8HGuEBAIgAAIgcAYEIJxnkIlIAgiAAAiAwOEIQDgPxxohgQAIgAAInAEBCOcZZCKSAAIgAAIgcDgCEM7DsUZIIAACIAACZ0AAwnkGmYgkgAAIgAAIHI4AhPNwrBESCIAACIDAGRCAcJ5BJiIJIAACIAAChyMA4Twca4QEAiAAAiBwBgQgnGeQiUgCCIAACIDA4QhAOA/HGiGBAAiAAAicAQEI5xlkIpIAAiAAAiBwOAIQzsOxRkggAAIgAAJnQADCeQaZiCSAAAiAAAgcjgCE83CsERIIgAAIgMAZEIBwnkEmIgkgAAIgAAKHIwDhPBxrhAQCIAACIHAGBCCcZ5CJSAIIgAAIgMDhCEA4D8caIYEACIAACLgE1guapj/TOLqkILim8eyD66J31xDO3mUJIgQCIAACByaw/hct19lhA82WNJvENAguKRr/QtPF6rDh7xAahHMHeHgVBEAABIg+0zK9pSC4pXT5+TSBLFOKpID9TPezJe1dQtdzSuMhBeENJfPTEUzOXAgnk8BfEAABENiKwBkI5/qRxoOQgiDI/w9iStI3tNjHKDR7ouloeDLTsr4iAeH0UcE9EAABEGhM4AyEU6Y1o/XiDaWJmD5VAtr5KPQTPaUvKAxCGowfad2Ycb8cQjj7lR+IDQiAQCMCopH/TRmUBBQMvqXp8pPx5ooW6SgXgGFCi73OPXYlnCtaPNxRFArRCmkweqClGW+e3gxCGibzPU+nrmgxTSkR06ksol2MQnlkG76g9MnMLyPrTuAnhPMEMglRBAEQcAisH+ku/pEelx9pPbuTAhnGU8pXy3hUk4+aivuOH51ddiGcGa1nP1J89zstsw80G19TEFxRPH2fxzJ7S+mNsDoVaTLud5aGGo+k1esrivVUrjDm2WYtNKPVdERhEND+86QmPR08gnB2ABFegAAIHJFANqdkGFIgR5ZCgO5oII1O/k3L9GuK0nd7jlwXwmlHMVskNNQjy1xIw2hC8/VbSqOvj2SE5JnKFaPQ6aLhlOt7msZXcjQ9TP5JK++0cEoza+bA5tKXKwhnX3IC8QABENiSgGqQwxFNn/6g8eCaRtOnPU9lmlHtXjhpNaU4FCOzB3oSHYHSVLQZ/jF+v6M0ushHwFFKyyZR4A5OcEnPo2c0jH8qRDJb0uNdJEejweCOZvswSmoSx4ZuIJwNQcEZCIBAXwmwcA0oir6iKPmr4QioZXrklg02mmn5t6m46CgpYRo8p2h425MtG54RZxjR+KHhiPPzjMYXgtulP4/0dPQh1nA16K1+QDi3woaXQAAE+kQgn9oMKLxJ6ck0qPFEMls+0iS+bm9gc1Dh/EiL5JkUmZv0bfXo2bv++Fu320hKYYQ0iF+13++p+Q1oPPPZ03IHKKCgdUfDk9F7vAXh3CNceA0CIHAIAoUxUK3RiRAAvdWiy1ENN/gdHoCgR181hkA8nRv9QI9yXfATLaff0qCTrR4eq1oxuny9w95OPeKsEk6iz7MxXQgDqIsxzXp8lgSE8xD1GmGAAAjsiUBG6/mEouELisVZp1UNbjanyejv9LBYkW14083dyAUAACAASURBVEW0uhbOFc2TWxq+fCm3plyMZ+TVECmczyhZfCwSweuIYr13tWHoXbylfnmmYoUIbzO6LPlNRBy3oIFw7n0LkS+Cze9BOJuzgksQAIGeEciWDzQafEXj2VJNbTpC4olvv4VTjRqFgczqn4a1sCch3luGoVQb4eT9lbxnc9fRZV3cgosKS2fugPR/uwqE05vBuAkCINBXAkL4ruMpfZCieUX5GiDvEayZ2lQJ6p9wivXMW4qnT/lUqz4cYAsRlKO6i/an8sj1xw5HlxWFJ2dfsRatR6T9/0IKhLMig3EbBECgjwRYIHOrVssYiNf8pIGQGLl9RzeeE3b6J5y8vzG3OC2MgTitl3nnQJ7x+tKemrWySK31brN15WBfRxHT0DcUyqP8DCMmfSpShcWtlc7jX0A4j58HiAEIgEBjAmxtKkZHqWM9yo2yEKAhxZNH+8g6FUbvhFOPtIYUp3N7K836L0rkdyrFsYIxTSq/XKLWei9O4Wsjn2g5+9U+zk8K6el8WgzC2bjCwiEIgMA5EOidcHYAtVjr3fIj0HqrSD6S1+fT8ppn3d+ebx3pAG/JCwhnCQlugAAInDOB7oXzyLSkYc+OpyVBOFtlIoSzFS44BgEQOHUCZyWcct3zmXMSj1gzva1ZCz31HDx+/CGcx88DxAAEQOBgBPiwBM9nuw4Wh64Cyo2HLtzTkuQI9DmEsyvMHn8gnB4ouAUCIHBuBEzLVWcdr+eb7StzQhsVOekR65FbHYBQGRIeOAQgnA4QXIIACIAACIBAHQEIZx0dPAMBEAABEAABhwCE0wGCSxAAARAAARCoIwDhrKODZyAAAiAAAiDgEIBwOkBwCQIgAAIgAAJ1BCCcdXTwDARAAARAAAQcAhBOBwguQQAEQAAEQKCOAISzjg6egQAIgAAIgIBDAMLpAMElCIAACIAACNQRgHDW0cEzEAABEAABEHAIQDgdILgEARAAARAAgToCEM46OngGAiAAAiAAAg4BCKcDBJcgAAIgAAIgUEcAwllHB89AAARAAARAwCEA4XSA4BIEQAAEQAAE6ghAOOvo4BkIgAAIgAAIOAQgnA4QXIIACIAACIBAHQEIZx0dPAMBEAABEAABhwCE0wGCSxAAARAAARCoIwDhrKODZyAAAiAAAiDgEIBwOkBwCQIgAAIgAAJ1BCCcdXTwDARAAARAAAQcAhBOBwguQQAEQAAEQKCOAISzjg6egQAIgAAIgIBDAMLpAMElCIAACIAACNQRgHDW0cEzEAABEDg0gewtpTeXFAS3lC4/Hzr0foa3XtDDOKIwSmlZG8NPtJz9g9L0FcWDkIIgUP8vKRr/QtPFqvbtpg8hnE1JwR0IgAAI7J3AJ3pKX1AoG/weCuf6X7RcZ3unoAPIljSbxDRgAawVzjXNxoNcKMOI7h6XJGOaLenxLsqZhjeUzHcXTwinziH8AAEQAIGGBJYpRcEFRem7hi80c5Y9pXQT8iiph8Ip0y1Gbz/T/UwJU7OktXS1osXDHUWhCCuhcSRG4AEFjYTzmsazD05472kaX0k/wnhKu0onhNPBi0sQAAEQ2EhgH8Ipp2ivaDD+mZLoop9TtetHGptToIOYkvQNLToehWaLCd3EP9Fs+UlmxefZmC6aCucwoUVpUPyZlultLr7e5xtz3HIA4bRw4AIEQAAEGhDoXDjVFO3gjmbrt5T2VTglmozWizeUJsYUarDfUWgz4azLN0M4a0etdX4UzyCcBQv8AgEQ6DMBNhCR611DGk2f8jUsGWfRmKfKIOQZJYuP+01Jx8KZT9Fe0k36ljJ6t0E4RVp/K6YvB9/SVI3M8kSvaJGO8nXBDkZX9SBXtJimlMTDfDQn8mYPo9DdhZOnakMaJnOj3NSnruophLOKDO6DAAj0iMAHmt19kxt88HRhOKLpKp+Ts9YGjft7S0CnwvmBZuNrCm9SepLJ2SCc60e6i3+kx+VHWs/upEAW63amcVFAxf29kSg8Xi9oalmzdjcK3Vk4V1OKxdpx+ILSp3z6t4h4+18QzvbM8AYIgMBRCXykRfKMgkCNLKWQXlGU/EVrIWgdTMVtTF5nwpkp8TNHyRuE04xcNqdkGFIgR5bKL2k5+m9apl93brxkBl392zOVK0ah0wWtq1+qfbKbcOYdkyDgEX1tUI0eQjgbYYIjEACB/hDIaDUdURhcUTxd0Gz8FQ1GD7QsGYTsMcZdCacU/QsajB8NUWkhnKSmIMUo++kPGg+unSnsPTJo5DWnZZNFbL1n2wvnJ1pOv6VBEDqM68Pb9BTCuYkQnoMACPSPgBSukAbRcxpGE5p3bNWZJ9ho9OW6Km8TafK3yVYSNRKSBkGm6nO4Tfxgo5cBRdFX+aj76LnlGXGGEY0fDj3izGg9n1AUhp13rCCcRy9kiAAIgEBrAjxF2WTNijfRtzaUYQFrIpSum02ix1O0YtT83kk+h6v8kKPSF5WnCGWLhIZBYKyROt7Jy7IRTxjd0UNHJ+nIIEprnCEN4led7PfcZsTJ697F2rGPy3b3IJzbccNbIAACRyTAjWJQawgkxCIpjl5rLZw1Cdx5qpbF0RXcqusqIS6MgaoNgXg6tzhNJ1s+0EjsxyyNdmvS7H1UFuRAjC5fd7u3s7VwKgOycE+zERBOb2HATRAAgd4SWP9FSfSMXsbPKQwGNJ75TE4+0mLyXT49yKPTXglnHV0W1Sqx5HfVVOTwBcXiZJ2LMc28R9sK4fybsw2DDax8I172v+qvZypWrCF2NLr0hdpKOPms39I2HZ/P292DcG7HDW+BAAgcg0D2RNPRtTT0WMkpygb78s5UOPNR41c0ni1tK+NG+WIaWLlTxTUeqJGcPjx9D6NLX+jNhZNH4L5j94hIbkvZ1CHxxcC+B+G0eeAKBECgbwSE8F1/Q9MP72g6GhZreWpvXvUUpUrIqQknx9fzdRSxnnkdT+mDnGq9UgcmbCOCasTZdqqWjbL2OLosFz9O32bL3HwKv8qCdkXz5IZCD9dymPV3IJz1fPAUBEDg2AR487qwbLWMgXjtLt/ULkdgN5PyOaUsRCcxVcuWoGKt89KxkjUExDUG4k6EPERBbMH4jm5qTsjJBcY9falBRh/66yjknJJUa52rysMmC+jKKe0G6VdOIJzNWcElCIDAEQiw1WgwGFFqWYGaIiPW2IpDwa1onpBw6ilJ3fibX2DhdUmR1tQ5WJ1HU0JwhxRPHqv3tco14oEjyhaxHlzwOm+VsZS470y5mh0szc/zPoSzB/mLKIAACPSbwAkJ595BGmvEPpOqjeHLqVqPGNUJFT87xIlOGxPQjQOMOLvhCF9AAAT6SmAfwtnXtNbGSxy4sOMpSxBOSRjCWVvQ8BAEQODkCUA4iSg/es4+ZUmsmX5D1zVroSef93tKAIRzT2DhLQiAQD8I6MMS9rivrx8prYmFWP+7cL8Mko9Au/jMVk3IZ/kIwnmW2YpEgcCXTsC2QNX7DuV6m/klki+BExsV+dYmtzkA4UtgVp9GCGc9HzwFARAAARAAAYsAhNPCgQsQAAEQAAEQqCcA4azng6cgAAIgAAIgYBGAcFo4cAECIAACIAAC9QQgnPV88BQEQAAEQAAELAIQTgsHLkAABEAABECgngCEs54PnoIACIAACICARQDCaeHABQiAAAiAAAjUE4Bw1vPBUxAAARAAARCwCEA4LRy4AAEQAAEQAIF6AhDOej54CgIgAAIgAAIWAQinhQMXIAACIAACIFBPAMJZzwdPQQAEQAAEQMAiAOG0cOACBEAABEAABOoJQDjr+eApCIAACIAACFgEIJwWDlyAAAiAAAiAQD0BCGc9HzwFARAAARAAAYsAhNPCgQsQAAEQAAEQqCcA4azng6cgAAIgAAIgYBGAcFo4cAECIAACIAAC9QQgnPV88BQEQAAEQAAELAIQTgsHLkAABEAABECgngCEs54PnoIACIAACICARQDCaeHABQiAAAiAAAjUE4Bw1vPBUxAAARAAARCwCEA4LRy4AAEQAAEQ2DeBbDmjdBxRGAQUiP9hRON0Rsts3yF34z+EsxuO8AUEQAAETpRARuvlv2h9oNhnywcaDS5oEKe0WAulXNEiHdEgCCi8SenpBMQTwnmgwoJgQAAEQKCfBD7TMr3NR32v/0Gz5af9RTN7S+nNJQXhiKYrUyHf0zS+oiC4pJv0LZlP9heZ7X2GcG7PDm+CAAiAwBkQyGg9u5MjPjltGoQ0iF9ROl10PgrNFgkNxcgyntLKIpfRajrKp26HCS16rpwQTivzcAECIAACXyqBFS2mKSXxMF935LXHzkahH2mRPKMguKAofVeGvJpSHIo1z2eULD6Wn/foDoSzR5mBqIAACDQlkNF68RuNo8u8kR98S1NrirFYNwtOYASTp7pHaVovaJq+ongQKhHtYhT6jtLogoLgiuLp+3JGf57R+EIIZ8Xz8htHuwPhPBp6BAwCILA1gfUj3cU/0uPyo55mLKb/PtFT+kJbbBb3tw7tMC/2Mk1CzN9QmsTFVK6wgN1mFKqFcUDjmc8UiYW1YkR6mFxoFAqEsxEmOAIBEOgtgWxOyTCkfGSp1uvCG0rm/6Zl+rV/WrC3iVER62Wa3KlcMQpNaLqwVysr0eqpWAhnJSM8AAEQAIHDEFAWmcJS8+kPGg+uaTR96r1lZj2bnqdpmVIk92C2GB3qdyCc9XmPpyAAAiCwdwJqO0UwoCj6iqLkr86tQfeehFIAfUyTO+IMKIzu6AEjzlLu4QYIgAAI9J6A3ubQYAN9tnykSXxNw2Te61FpszTtKGYbc9azxhkMKU5+bb/fE2ucG2nDAQiAAAgciEBhDFRrCCQsRbWRS9hz4WySJp7OjejucSk7AfmpPCEFgzuayVN5tsyCklWtGF2O6fUuezt53bbKalY/r5rK3TIte3gNxkF7gAovQQAEDkUgo/V8QtHwBcVia8rFmGafPWFnc5qM/i6nFfORXJ+Fs2GaSAjn35wOAO+V3GZLR3n0Gmw7uvRkAcn4itOBKtiz8VDpVCGvZ0e9CeE8Kn4EDgIgsAuBfIT1FY1nS7W5fvPm+b4L5zZpKhjyCTxthNM9OaiD0WURIeMXx813chCRnpounSpkeNGTnxDOnmQEogECINCMgGhgr+MpfZCHhV+ps025Ud4sGDsLp16ru6V06RveNkuH6WrXNBV+qRFnq6laNkTacu2yCHzzLz2qfEHpk3kmLo+Ur2k8+7DZnyO7gHAeOQMQPAiAQBsCLJD556isr2moRjm/94mW0+/oxmMA1J1wdrUWt3uamGD2lNJNOGy5HeeQX0cR+fJt/iWU6Ad6lKc98b3Lk7GIhnByicNfEACBEyDAIxOx+Z4/S8XRXtE8uVEnBg0pnjx6v+/YnXB2NeLcPU2SwPovSqLBCYiPsNSd2mfiDmJKdjE84iJwoL8QzgOBRjAgAAL9ILCzcFoj236kibInmo6uaTB+3GIPK0/Vqo9K88elG/1tcQBCT1B1EQ0IZxcU4QcIgMDJENhNOD/QbHxNQelQ+WMmX8TpKxqMHrwj7M0xg3BuZmS7gHDaPHAFAiBw5gR2EU6xhnh7M6H5LnskO+Wbrw8OIzNOYs30G7r2rO92GvQX7BmE8wvOfCQdBL48AnywQLjDCK1H1MS08YVroZqPQPt+MlKPKLaOCoSzNTK8AAIgcHoE1Ck7vnW7k/lep0udjYp8a5Obt+W4vuG6OQEIZ3NWcAkCIAACIAACBOFEIQABEAABEACBFgQgnC1gwSkIgAAIgAAIQDhRBkAABEAABECgBQEIZwtYcAoCIAACIAACEE6UARAAARAAARBoQQDC2QIWnIIACIAACIAAhBNlAARAAARAAARaEIBwtoAFpyAAAiAAAiAA4UQZAAEQAAEQAIEWBCCcLWDBKQiAAAiAAAhAOFEGQAAEQAAEQKAFAQhnC1hwCgIgAAIgAAIQTpQBEAABEAABEGhBAMLZAhacggAIgAAIgACEE2UABEAABEAABFoQgHC2gAWnIAACIAACIADhRBkAARAAARAAgRYEIJwtYMEpCIAACIAACEA4UQZAAARAAARAoAUBCGcLWHAKAiAAAiAAAhBOlAEQAAEQAAEQaEEAwtkCFpyCAAiAAAiAwB6Fc0WL6T29HkcUhiOarrKzoJ0tZ3Sf/kzj6JLCeEqrs0hVg0SsFzRNYhoEAQXi/yCmyWxJ55GrDdJf4cQsD8EwocWXDqSCU79vZ7Se3dEgCGkwfqT1oSKbLWl2n55dG3kofMcMp1Y4s0VCQ24oG/8NaZj8Bz3EV3kDK947F+FcTSkOlXAEwZcjnOtHGg+uaTR9oow+0fLxB4okh2sazz4cs/weN2ynPEA4j5sd24d+DOF8T9NzbCO3z4STenOzcIYR3T2aI4uPtEieSVF0R1zZ8ne6i65omMzzkQg3LOcinDJrq9N/UjnfOLIfaDa+djo/n2g5/ZYGwRcunJJhRqvpiELRQcSIs3GpOprD1R+Uvnl/tODdgPXg5KzaSDeV53e9QTh/pm/St8503AbhWE1pNFJTmBDO0y8xnIcQhYq8hHBWgOnhbdF23VI8hXD2MHNOKkobhPM3ul98dBK0QTizOU3u3uRrf9zonlVvakP6HVqnfql7xBDOiqyEcFaA6d3t7Cmlm/AKwtm7nDm9CNUKpz85LYQDwulHeEJ3IZybMgvCuYlQH55nywcaDUIKAghnH/Lj1ONwQOH8TOvFlJJ4mBsNldZODZTS2uwVxbKgC2OcIcXJlBbrepNF3chbhkzPKNGj5poFeWE1+nqsjF5EmCEN4oSmC9duttxxcMMt1n4Lt9IStaLSSstMx2I1mS5K1n3Z8pEmBr/xw4JWi1/orvHUU0brxZvcio8ZhRGN0xktLbSGGLA742+RPiPPrJ8rWjzcKZYhDUYPtv/rOaUyHcKQTK2HW+9veyEsuX+RFs8579z6t8RS5LVlGS3eS3R5C6Mf6HH5yRsJkVepsBSXPC4puvtPmj+0XeM8Bh/Xyv0DLdJRbiU9+JamOr2faDn7tainlfVAuPvJYHZHD4t/0WLyqrCgN61G5YyFme56y+ymdUJmkmvxbZXpjNbziVGvC+M+Nlo0LaO5bLt1Oi9PDdsSImoafx2OnpVz24w8vhwvmV4ekKg6aT3zltqqm1vWF6P+2nW7adlZ0Ty5ofDQVsxVGLa4fyDh/JqS9CdKHnIx0L2/8AWlT04Dtf6LkmhA0d3veWObLenxLm+owmhC803iKQ2ULnNx9k4v5gXT8it7S+nNJQW6ATEqW8mPomBbBZb98Fjb5lNEogK4vV0VzkVhgJUbWIn4X1KU/FWIp7JsjdO5urdSDZ/rZ1UpYIOeIWk/GrDVFbvEoSocYaH4I8Uy/5RhkZlug1OZR5WfTe5/oqf0BYXBUFn/EpEsS4Kl0eC5jc7LV5ROfqIH2UFi60q/oU+ej0IszbL5gqLoqxbGQcfg43YYv6ZXr/9Bf65ZPJlP3qBd6I6DYUEd3lAy506k4jQYUcodS25MWQCyOSVDMcJTQjV4SePx35V70YFLlei6BmYt6oQUKDGSvCryhLjMuVtLmIFTX9zyYGwxK+qivzwQedoSahl/3rnA3GRRN7ibdcesBpLvld1GmM83/t62vvxIr+//D605v3W70LTsiIhBOOv3MXKhtCqdAMfi44448kIf3qT0ZI2AuNC77v2lo76xF2GbBgLF6MoSQuIwuVHhsDju7naUqvuidnMj4lRaKYZXdOMaYDE33eCrOFqVS8RHiOEdjRuMOPNG38evqqHJ01vPkplU/83f53BV/soO0FtKo68pXX6ufrnNE2ZmMeK85fDZQ74fkNWBEo91Xjn5LvMqpOqyWdW4cpj+vwfjI4JnRt7GWIlhqTNbsCqshvO6YdcXwe6Jpt/8vRhxkvGu7pQyB6OTMrijGXeIG9eJIq/ceOgyq+uPCJPrs1MHZXSq6672SwsEx1/8ddsS0VkTW7ea1OncH+2/VW7FMxY2t+yq8EVeXu+wb5jLghUu55cbJt+v2lrYpuyo+J/4nwONON0DECoKqszM+oJdVN4a8lWNn3hFhDE0Kqqs78Jo4NIRMK5obiGqiLvuDLiCWlRwe4SlCqNVcFWadPw5bA7TGE3VJL/8iN93xICDk0YTYmRQfq4rtrfhKIdUuqMqaBg/0JPYZF5qQEtvbHdDjWRtYTMqvBX/4r7b6PobWG7EynyKTuB2wslitnc+gqq3sWTcFWIoii+Pirh8cPlskJf6XYu/CpP90ULepk5wHnraCyHgoyEFpiBvKZyVHSnmabUlbeKfM9B8fO1AZX6J8vg1Xe+yzNFZfRHpaFF2VNaf+p8jCScXelNkint6eoenecy/vgJWygVu6Ez/hSMRxjcbCly+DpjqNUcWLw6ERcj1u+p+lXCyMKupLDONxm9u2HUFE1O445Rmek2K41XzVzdQvobfjJ+bVqPR9DV8NUEWj95RGl1QMHhO0fDWmO4rXOzll1zHNNbJrfgXZY35FnHgfDEaZObnLXuFX406dUVA6tcB+VQ2xIaoGmWvXA+ZSVHWA2s9sZS4QnQt/uyOWXO54+smdYLdVpRpDkL/ZfecBv3AmAFz67Rw06Yt4TCaxD8PX9drb9lizk6nXpTH62+Mkb2Zli1/b11f2padLePXs9d6JJxcSHwFewtq3kZCFOxbw1jI9FcIpjJeGsSUTP+TUnmyB1dqdsvxdCtZ1X1TmIy01TbGHJb5l9cFuFI2F1BdOXnEYHorfxcV3hUS/a634St55LnBXJzK73Epp56lwcnzijzyvmTf1IYiwqDsgR7T2LP+WIidm17uPVuzA96yxMEWfm0nnE34uJ05MWUWkTAOa3U8XE06OJ/LPDidzl+9fqzKY4WAsr9+Npx2VZfa1Al2W1mmnfhuO+IU3ni5edoSjpNXBN345NeaT8U72j7CGD2Ld66NtVi/zw3v7lxfis5147LTMGp9dtZD4XSFalt8vHZXNNiywJXWT4X/LEqG4YyuaG58nMquo1d1f4NwNq74IiBD3HlkUFo/1hHSP3TlrAyLhdNNa1Ep/A2fDqL6hzYGMjoNJdduupqOIkyP2KBLWEOnygK7StSK++XKziyK+Gp+3sat8GsrRhv5sP+mUZKaimx7cpNXAHKGOo2tOki2NbIYobprxvX+cp1R5Y6Fp7KcGvmt3Rb5ZDz1/Czna+GI4+F2htlFw7ZEx6l5+dV8vGVLhM9hczpFXE0bDY5j279d1ZcO2oi2Ue+B+x4JJzcQgccAYztSulDKxqCqwHG4VVZ4rphUVbKq+xXCqYW5EPbmqRRC81ux7WJTY8cNpl5LckOqblRshu57m65Fh+SWhi9fyu0AF+MZ+UyBssXPNBr/Rov1/1PHOTZveHQMOI1GzzyfmvdtFeE89zWUHhbst7dBL/xqL5xN+Cj/nTzmfCkLvyZS/sHp8DXS+pnH0r3sk3PH3GZi1xeOp58N1xkWBWbfpE6wWzs8K2LZO3rz5v+qk8/YPYdluuR4+MpD7s5Oh3DvEy8Oo0n8HX99eaKiaIX9oWyjYaak8W/O753rizki36bsNI5xrxz2SDiNDDC3FFi4PtHT/S/0pumXVnRv/hkl8z8r1gW4sLsViu+7FbOqklXdrxJOo8GtMrLI3tL95HdaibXZN7+W060sPX1GPRY2LdJVDYNKq6fyWpXWsnS2Qyhfqe0vomKu/plvTXAa//I7zLCtcBYsbSEp7tsNd3Hfdi9ixPlulAc9kjDu6cgXftlhaAcVP7bhY3ilGr5y/A037k9uLD35XKTbs+9W+ZM9/UYTec7re3qT/uFY1BtWskY+6/JTF6Z+ZrBsUif4jOCSJXAe4cza4+zJV82Hy11V/RB1WG1ZE52nyrakTfw5jupDGpqBjpTxg+M+pJdxtMFGw3it8mcRT7v8FPftslzct91zABy/JmWH3zntv/0STj0tIdZN3EMPxCgrpdFYHefXiLuR4YMhRV4rNM50t1Hk+02F0wjLWX/Q+1bdEZ8WPt9GfbFP83u11UT4/Q0NS588UnGsrXQ5KL1W4mtkZIPq7yXrhs9oDKvRiwZI9MSf8kPgdVhN48kNWM+E09pWYVtkm8YjdmPjo7Qrn8LPPF/cPZDFc++vWuE0hM936IHYtzfirSYiP6Pyl3E8Yq7Ljy4LRczyZ85MT+M6wVs/1F5Rc0+p0Dmxnzv+sdjm4usQ6ahwuasRTqMMhJVtiRsnYSthrkObdToPvODj7jzQkROpUZ89E+1i27ph+sO/q9qq4r5dlov7fuE04+c5OMYqOxyH0/7bXjh1z0s09uaJIy4IE6ZbwXneXvjhNESu0QGv5Ym/teG54atrXRGrCpxhNccHLKwX9HD3Ld08F5vnc+H8vPyd7mf/NtYcPHHXDRNvFhdi/w9Kkh/0CSvSUlGLEK8zsMGP+dfsvXHBFQZBYkpTDP3yjkTs2zPmRcEHIIh4FxvX+Ys29gkg7AGv/QpjlCbTMNzZEOkwhbiIv9yzKrcLvPQYAHEDVpVXHK/y36JjwOzF9OGP9P2NcTjB5yd6c/8nrcwOWqn8iX14ojF2GnTe4iDX8fhkIbFR/Rd6NXquThIS6XY7YGZcd+Wj/JJ18Kp8IpMZVOm3WR+r+Br5bdY7+dvcCsUdIdNASR3I4ZQTLQx/G9DwhrkpYRPftOU6p+PbtE6IF+rcum0Ol0HO1xXN01/pT1GXrDbNaY90vExRrOK3KU5mnVZu5XdARblx42sGLJKa7wW3t1sVborOuZlPxXP319b1Rbddro9Ny454j9t/55AX18seXzcXTj1dZTbu/NstSGYDwW7yfW7zuZqasCqm09iIo7pS8/g7Mfr8td0WDA09b4yrCpx0ZpygI0/skeL0uejlqY82f9b72Yw0WQ0lixn3gtXHniW7CxrEryhN35SODrSPcRPCFlNybx6Dp6ZqPzzR7N7YYiGtf80enmoN9gAAAmtJREFUrU50xQ8RP+PYQ9kZcXvF4lVuZMx08m8nr8yQdBkxjayUA7NDVPkR7O2FU1rk6u+ECiMVcQTcSm1IF/kxpHjySMv/sr+pmm+5EJ2jP2muPpdnbcMwR/NuuZSWrXN6ElOG4vfrlO7rPu69Mx/BMm+gLkqCY2aE+7uiPppp06+IY9PSYv1cjj5fOenKp2o/iI+6G9u2fEdUauEc/kDTx+KIvo3bWKyjDX11giPslmnPiIed8mk3svOTlw8dv7r2iN/nk4K8BobakfyxsU7rssD1Kv/rH9EJL0Xd8K2r5uFqIRTp8OarHb/d6kvVyLxJ2RHx+JKE0+WOaxDonMAuwtl5ZHroobEuKmcdehhFJ0pamCpHKs4LuPQTEELbaO+m6CRVbbnze4277Qk0H3G29xtvgEBLAhDOamBqqnWb5YpqT/f+BMLZBeI874eO7YTXZyGwtxNatDLk8/qEmzUEIJw1cPDo0AQgnFXE5RqWe/KSWFPf5bzSqsA6vA/h3B1mbodw47EJcPwWS05/v6OJPozfeY7LzghAODtDCY92JqCNNJoZOOwc3sl4IKbfhs5ZymoE2usp0MLwrplx2clkyH4jqusBr39uNqLJlv9Jk+R+SzuQ/SbnHH2HcJ5jrp5amtga2TLQEI2GuxXo1BLWTXz1qK3Ep8pIo5twd/GlMs69FvpdUtzhu4YFtzAUnNQZnHUYLLxqTgDC2ZwVXIIACIAACIAAQThRCEAABEAABECgBQEIZwtYcAoCIAACIAACEE6UARAAARAAARBoQQDC2QIWnIIACIAACIAAhBNlAARAAARAAARaEPj/ItSGmjwn1jUAAAAASUVORK5CYII=)
Answer: (d)
7.
Answer: (d)
8.
Answer: (b)
9.
(a) 5 and 1
(b) 1 and 5
(c) 3 and 2
(d) 2 and 3
(b) 1 and 5
(c) 3 and 2
(d) 2 and 3
Answer: (b)
10. The energy required for a satellite to leave its orbit around the earth and escape to infinity is called:
(a) Potential energy
(b) Binding energy
(c) Gravitational energy
(d) Positive energy
(a) Potential energy
(b) Binding energy
(c) Gravitational energy
(d) Positive energy
Answer: (b)
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