Dear Readers,
Mahendras has started special quizzes for IBPS PO & RRB Exam so that you can practice more and more to crack the examination. This IBPS PO & RRB Exam special quiz series will mold your preparations in the right direction and the regular practice of these quizzes will be really very helpful in scoring good marks in the Examination. Here we are providing you the important question of reasoning ability for the IBPS PO & RRB Exam.
(1) 8 men can complete a work in 12 days. In how many days will 24 men complete the same work?
8 व्यक्ति किसी काम को 12 दिन में पूरा करते हैं। कितने दिनों में 24 आदमी उस कार्य को पूरा करेंगे ?
(1) 1 days
(2) 3 days
(3) 4 days
(4) 5 days
(5) None of these
(2) A train running at a speed of 60 km/hr, crosses a standing man in 15 seconds. What is the length of the train?
एक ट्रेन 60 किमी./घण्टा की चाल से एक खड़े व्यक्ति को 15 सेकेण्ड में पार करती है। ट्रेन की लम्बाई क्या है?
(1) 150 m.
(2) 250 m.
(3) 200 m.
(4) 300 m.
(5) 275 m.
(3) A contractor employed 25 labours on a job. He was paid Rs 275 for the work. After retaining 20% of this sum, he distributed the remaining amount amongst the labours. If the number of men to women labours was in the ratio 2 : 3 and their wages in the ratio 5 : 4, what wages did a woman labour get ?
एक ठेकेदार 25 मजदूरों को कार्य देता है। उस कार्य के लिए 275 रू. ठेकेदार को अदा किये जाते है। 20%राशि अपने पास रख कर वह बची राशि मजदूरो में बाँट देता है। अगर पुरूषों एवं महिलाओं की संख्या का अनुपात 2 : 3 तथा मजदूरी का अनुपात 5 रू 4हो तो एक महिला की मजदूरी कितनी होगी ?
(1) Rs 8
(2) Rs 10
(3) Rs 12
(4) Rs 15
(5) Rs 20
Q-(4-10) What value will come in the place of question mark in the following questions-
दिए गए प्रश्नों में प्रश्नवाचक चिह्न (?) के स्थान पर क्या मान आएगा ?
(4) (1)3 + (7)2 + 33 + (50)0 =?
(1) 75
(2) 81
(3) 84
(4) 88
(5) 92
(5) 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)
(1) 3
(2) 5
(3) 8
(4) 9
(5) 11
(6) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAAA5CAYAAABzlmQiAAAfP0lEQVR4Ae2dCZCdVZXHO4SEbEDCopAFCPuIoKJTU8wwgIxOhhGBAUJYFQnIJirKHrIQpIChCizUsixLnYqEQCRsY7ENVQohARJCSAJZCAnZt+70/l6//Uz9zvf+X99+6e50Xrd0m+5b9fre767nnHu2u3xfV1gnQj6ft2QyaYlEokUvpc8tCrvoIZfL+djE/BRSqZSSnYqz2axlMhnvI51OewxehULBSsdoaGgw6jc1NTlMrQ1MH3V1dXGfrdXZm/LgjTBAs8bGRs+ChgrQTaG+vt6TpW1V3h1xRbmDhkiW20dn21VXV3sXMCYMKMJ2hYAidBIEJrG2trYFuIy1bt26OE/CpAwUB21CBqCMdqV5arM3xZqLtnDauXNnXAQvMYcKEiQ9d2dctoAANBMNIyjAJDDnZ8UA0uwaTwwteLoirqqqatHN9u3bXRMuX77cTjjhBKupqbHKysq4DjCENFFBKEC7Yx61+XuPRTvFKLRzzz3XZs+eHaMGLULh0JzGFbo5UbaAMOEwQ+jefJa4iKjAIIaDWXF3usK6gZf6ZdLAl74J3//+9+1HP/qRp6UJcZ/CQBt+gkXPYZ29OS26CMfQKjz11FN22GGH2bZt21TstJZiCZVJXKGbEmULSAgvjBQiJUTDOn+rtKyHBIZxump8BEJCov6vvvpq++STTxyd0nGog0AgDArUkZAQh32qzt4eh4Kwfv16Rxe6TpgwoYWQSIhK6dqd9OmUgMAQICUG+KwRCV0qrAdh69atXQJGOElyoW677Tb78MMP4/4lCJpYFeBm4oopyPLwrDYq21tjcG7Nu5C7hWLD5bryyit980J0CBWt8rozLltAQuS3bNliN9xwg1VUVFi/fv3soosu+pvjJEYjlqA8/fTTPv6SJUu6ZHxZBDp7//337dZbb/V+GU8TiSaUdUEwYIzXXnvNhg0bZi+99FJcX5YupFuXANmDO5HFBETopM0T0Y5dq9dff92ee+45x0IbISrvCaiVLSAAz2SjaW+//Xb74IMPHB+eTzrpJPvBD37gzxAp1LDSxp1FXgxHDOEnTpxoQ4YMcSFdunRpZ7t3q6gxEMJ7773Xtb+EQQOEDI/1uvPOOx0GYJk3b94uWjSsrz56cwxvXHjhha5kRFu5tT2BLmULiNwGpF4I4VaQRoNfccUV8W4WGiEUEjFeZwiA4CGM2juH8RYtWmQnn3yyvfXWW53p2tuCh5iZNcdvf/tbx0ewK6YyAiStR/6KFStsxIgRtmDBgl3gCNvtUtiLMuSWQ+ff//73tnjx4h6JfdkCEjI8GlxCApaTJ0+2N954wxEW44Q+fVcziTQP1mnkyJHWVRZEOOECvP322y3WWuHuGYhqwknv2LHDDj/88NiqOiGKf7oa97Dvv6e0+AIaY3l/+ctfxgq1J+FRtoCAhLQ3SEoAcDHefffdWPvCLAqlTKX8cmIJBW1lxVgAorlZL3RFgOmxIg888ICxbSmBUUy51iPKQ3GsXr3aRo8e7Za0FA5ZpdL83vYsRSFBueeee/w8SXTsKfQoW0C07w+iWBAWpizS99tvP4+nTp0aux1CFoYSQZRXbizmDNvj4o0dO9bmz58fZncqDZ5anGtSGZvAsyZUMfkIyahRo9xtoC5lahPW6xRge1Fj6IgFCW8m9BT0yhYQEIDZtZukbU0sybHHHuuafNWqVY4nBBCDoHGV7iwR6EcaGaZcuHChHXPMMa36/uWOxR4+C3SCBIQ0eIJLGIAHq7pmzRp3sVgTAR8/4aw4bNcb06ILuOMNvPjii8btBEJI5+6mTacERMDLKuhu1KZNm+yoo45yH5yyEGEJlNp2JkYotFlAP7hBJ554ou8edaZftYWZN27caL/5zW88q1T7Uw5+CIoElYpse7MWkoCE7cK0xumNMXSQm0z6+eeft/fee88VSVfySGdpW7aAhNpTiAKMrhicfvrp9umnn8bwhfW7mklw8WBUxjv44INbXRzHgHQwAYwIwIYNG+yFF16ILYAEoXQSlS84Ro8+whYvXmLBxVUfOZcrxH11EJTuqYYXqV9HIVD9yAPdbatQcf7hD3+wd955Z7dtPusKZQsIgIZMggBIUFjUckgWXjEIBSRMw4T82gswK4xHUF3G1iYB+RCbDQE0N5sE9fW6Wt3ccyaTs3SadUOUB7OGz+SmUtE4pAFr27Yd9uKLf/YGtFcQPGZ5a2ios3Sa26h0nPerKF88+Sv20suvxzyWzhQ8zZ9sli3kontYMEunuPCZt2SiwfI5xs9bJpWOGTSfzXk63ZSyXCbrP/ohTUx5Np3xdNzOaRIhylhhAA/lQQt+0IEAbPRZt7PaY9KJhoiW0Li2vo4s/6WzmXg+BGMm2eSF+Ww0pqa2qSlt/AjMneYxl8tYJpOyZ599xhYvXmT5PHA0X5WHV0Rr2onHQh5SuXde/EP/IX/gErdWL2zTWrpsAWFwGJcdGxbn/I444giPOTSUJdGgACeiKI+4tTzy6RuCSDOrDZMUah4R6pZbbrGBAwf6+P3797ebb77F1q/f6M1giNra6F0DMhCCZLLl+oH8RCK6cs2kFvJm2YzZunUbbM6c6KQ3hIE0sCUSXGCMBKOpKWHT759iQ4YNtoqKfa2iYoBdd90ttnlLpTNUYyJtqaac96vxYaxCPmtNSZgQ5sxbU0O9M1khl4+YUxwZxGJIBEOCUltd44KyszK6gdzYmIwY3swaGtiKFwaRIEgolLt9e3QrOZOKBM/RghaCoygYyVSTpTJpx4l5IiTrGyzVmHAUiAvIdJ71RboFrZnvcM4RkEIhZ888M9sWLVpo2VyTpdKN7raqb8GnOOQB+uKZmPqttREPSUDgq46GsgUkHEADE5cCqGcQaE1IQmKpzzAPZNQ/5UKWfHaYcK8UdFUBLeOaMGB66iAYyucZJiVvx46IoUILwewjIAsXLrKf//xxo4yf8BEccASCUVdX45rQLGsFyzvzYG8Syaw1NKb82XVqpFgFstXV1MaauimRtAJWIV+ILQINYXyY9IkZf7SB+w6wd+a/7VaDMvKJq3ZUenzmv55hA/rva6ee+jWrrm75DguD1tS0vHUMf8PEEha3LAWzavrLmz0980kbOniIvf/eoogJrWDZfC7GR+tOh7tgtvqjFQ5HsjFt//i106yiYh+bOPG62KJDN37NSi5vqVTSHnzwAZs9+ykXDmioOtCbuWa9KdqDR3P7mJSeIB9rgbt2/PHHx8pbh8eCt2Wrtp/KFhBJIYArlF5QQ7tLw1MHBEMkyQuFQf1QR1dSKKcP4mamVM0oZlGsILdOgkAsM686PLcQBrkWbv6zrm3FAQsWvGcPP/yIC1LESJH2YSKAK3StnKMsa43JBqurbzQEBHko8rClMzkXRoSS8R3GolXIZfKGgKQbU1GjomAgLHQy8XvX2IH7H2D9Kips0cL3PM/dqWI5bSlb+O4CL5s7d54Lydat22PLKPxRDBII8hASLAzBrSeAZ3N27XeutiED9/N+3/xrdPBbBNfcvVKH3tDM3au82eOPPmb9Kva1O26/x/sTrrJg8A70i3gB9zllU6bca088McNyeSx781uGGiLknZAPSMOD4kP4hPOw6dOn+2YJ7Z988knbf//9be3atd5dW8KlscK4bAGhE7lRACUA1XmpIIT57QFIO8p/9atf+ZpC7cIYAktANY40TliPNMxIQDPKhQqZo7Ky+c02mEmhKRm5GbhYs2Y9rez4QBScoxC5V7gKWJJ8AdcjsiCVNdWWbIpcEYQjVfTz1VlVVeTn49JkUpElKHprzuQNdZGrhQu1eeMm27Ftu406fKR98P7i2K1CeFgj3Dd1mt17zyRvRx7M+MADD9rkyVM1nNNA9FAmbpiC6JNoSFqeNU02bzu2bHXBXP/pOr99KwEhbkwmfB5cCaJ0kk12/+SpduDQYbZ547YIFj/IDd3bZtc2UnxIY95mzvyjLVz4rgtHQ2ONK8TSrfRQMASzYvEBbbjio7uAPMOnZ511VrwbWcqr6qO1uGwB0WJJncKwAMlPGkJlMFMoFM3MpRrNMUTApfrpT38aXxmnfthH6HLJrWruAaFIWcj4TLwsyiefrLUf//gnzixaB9C2rq7BLrjgQl+U85wuMizu1wsv/K93H1me5kW810vzum+TLy5ZYOJDp7NJS2WaYgsCM8lnpw3jLlmyzO6+e5LtrKy12uqGmLE3r9tqF58/3jZv3OJ5MH+quPBFQEYedrjNf2teVD9fcKuDC3bql79iaz9Z4/k8E5YvX2nHH3+isbZAi6MAJk2aHFsvaIJVRJguumi8l8vFctOXN1uz6mM75KCDbe4bb3qfTenIXczkcCWj4Fq8ts7rjhi6vy1fuszhqKqstZ07I1jAWVaq2Mx5gvUHAsIifdkybmFni26WajV7GYzD2pf5h8dIi9dCfsSjGDduXFyOkPCS28yZM5s77WCqbAGhf5g+cjPS8XmEmJcyMTZ5yt8dXBABpO+///54fcEY9AeiCqTDPiWAsmrUw1KEQoD2JA9G+epX/zHeyWEBP27cObHbFbo+W7Zss2eeedaHhZkUmBBgjdyqyIrIxSrgQxfSlrO85QpZy+Qiq5JoSjavCwpmO7ZX2ze+/h+WbMh40/qapF147iWWqI12gti1ci4squ2andW2/9BhtmzJUl+nqIz1x/ADDnT3SrtZwPnccy8Y282yjOzswaQnnXRyvGnBLt03vvHvQiuKi+Nt27DJGmvrbOyRR9ma1Z/4vFCUK0QWUgLCPOdSabv5+hvsnH/7pt3241vdxTr0kMNtwoTLYisuJcW8ab5AHMWCezVv3tyie5X1V5kBhrmX28xzRPMIzOY+Il4s5Y+oFjuR2/yGhXgD/upoKFtABJxeVGJAkCkNEC8MEpowL0zTL/1MmzbNTWNITCEmc0o7pcN+BQeaUduZTI5cKwSF33nnXWAbN262Sy651BlXdd1XZhs1a659X375VQdRqISCKQHRbowvMN3NylpjusEFBJcrm8+460VH7tYUzOrrkoZQXD7hO7Z65Xq7fMLV1lSXdRecbVLtVCEIycaEW4jjjz3O3n37HS+TAH207EM7/Z//xT5ds9YFCosDvqtWrbYxY470WLBjTcHv4osvsdWr19h3v/s9r8uCXvinkmkXwEIqYzWVVS58b8+Lru+w9ggX6aLF+jVr7dARB9n0e6fY2o9XOxxr12ywUaPG2E03Ra8+gPvmzZudlmJ0WZA///lFW7r0A7fABYusNH1zZDB06FBfbPOuEbul++yzj8dca7rjjjviD2rQJz/xHLwEf3B5loNIysRDDkQH/rQrIJJIbeMecMABLQBUfmvxgAEDvC5lbL+y9RrmhbAhZCyqDjrooBhx2un9Dtrz5hnIakJAlvx9993X+4ZoEHDwYLZYK2zwYIgKIfexgQMHOVNoYS5mwa06//z/ik0/DCIhginZply7dp299trr3l4wawJ43rRpgw0fHtGFcQcM7GcV/Sr8N+TAwXGaPAQF5vQx2CnaWe/y1dSYtfPPHW+V2+rM/TLWqOyiFc82tI27Yd16GzNqtO9iafcKwamu2mlf/MJJvkZRXXBcufJjGzbsALcg4K41BnCzmzV+/ATbvHlrjJuviShEp7H4B/+PV9tBw0fYqhUrHf2GRKMXU4WfeGTFsg/t7DPOtFXLPooKihX+9Kc5LqS4eYzPvLUMkfWdM+dPvs0bCUfz1SQpzJZtorOUMC9k/HCNwTHEI488EldttvxxVruJNgUERIQMGlmWQgzabq9BoTQ8awX6CZmLbVppe5qEwN93331+DVrthXR4tYSTc+ChT2CVVaMvHRSSDrc7ZeZxLa644irfVfrWt75tH7E9GSzqxQUbNmyyV1/9v5iJNJbggYtqaljoy83CpeKcIGHJbFNxwZ7H2fIuNYYLR8EM4fjPcedZKpGzSy663OqrklFXLHpTabccgoWFOhbkvQULWzAhrtdXvvRle+Mvf/V8hAdm/8tf3rCxY4/xdYCUAi4nP3BmfXX55Ve6NdWazd1IcX/erGrbdnexXnnpZafPhk0bHRxZETJhzkRdvZ16ypcswTayw563fM7ceg0aNMSgowI01Lxmsxwa5gwB4aAQAYl2slQ7uvOnJ9qJB+Cp5nmI+Ef1uO5E4NAYFyvkDdXpSLxbAQkZWAIDQQC0vR8AUT88pwAg8kuBhWCh4EGABx980Blft4ZLkWltcU4dxgtPUNVOh2AICJr1zDO/7oKDu4NWv/TSy+MFpXaXmGj891deeU3dtIiBu7a22ie4sbHe43QmwUmBCwa6UifPMNSOqubPA9ERQnraP51uHJ5vXL/FqnbU2MTvXGeVW6qcybAGshSk0eKsB9jFQsPr1BxXbPKke+2/H3rYrQ5WhXDbbXfYfffd72lcStYf4PPNb47zTQkEBYE466yz43WCV5aAZHL28fIVdvRRY31MV0ZFyyEB0Vyy2/XdK660Z558ytKJpPmBeMFs3ry3fc0j6yUF4+O4ixydnLNIX7KEl6agXeRicc0H94gvoGCd+eEp6ED4kEMOcRcr3OZHyfIjwH967Zln8UXI04KjrbhNAQkbhIsbESQsby9NW4gioKU5AFZp2kv4SDMR+JYE2kmAZEalQUAUgaC8FC6YHqEgDgN+N7tHCtKsaNAzzjjLs90XLzIJ27yzZz+j6rvEHHKh8lmDELPNyw4WvjoCQjfa8fEui2cwwHHjjTcb5x9UEkNVbd1pl118qVsOLANl27dGW6Yw/rAhQ+NzEMr8Ggju1PIVNnrkqNgto/9DD/28C4TcRuhx/fU3+ppD7ib0AV+s6ccfR19rYf2TZYMgb7Z14yYbMmiwzZsbvaXJ1m5NXa3jBT7MoTNcwQw3a79+/eM1CGus4447wRYtit4WLD2kjIgZWd4ZM/7H5s9nDASm5TkIViLkFfigtTkPJwe+CZWrLE3YT1i/rXSbAgLjAYg0u5iz1CK01bGkNQQIJlZ/tEMoyCOmf2IQZww0h67Ql44hYZD/SzsmiT5ECNpIOFhrwARiCjQnAderdOuRfLQt6w+2et9//wM/Sae9hInxhJeumnDYFflG2didqk/iYpntqNzpcX0DH9UrkdiCmc47fFFOsUtSy/juO+/yAzt2sfr328fO//Z5LgyyIrTRLhcHhiNHjnYc+RPiKJoQix7AFMLlV01yefvZlGnWv6LCd84QTD7GgYAA3pZtW+3EL/yDnXLKKREjFmF+d+48b8NB4bChw23+/F0vIOLyMM/QEZqxTf7IIw/b888/a5EFzviZC0yuuRYyzLNorzzmnINl1RWvsjDH6mh7V6foHeVh+m9TQDS4YqRRgDEQ6fZ+AhJBESOrL8Viaj23FjOG+qLctVVJRZ26k621EswvhlZ1NKkOxsIyBEJBTAMXcG/qnXcW2PTpP4uFjXrA1AxHpAHxozkozGSTkXuFZqZudBDuTJVIRhcKcWvcSvGZos3ReYcvrouV2TLFWmAd3MUq5iMMvnDPF0xnI5yge+fAWzwv4Zn++YnxhSPKIgyh8KhOU6K4vcw1lIZG3zFza9ZSZn27N56bbC4+SRc8yUQzXWU9mumm6yKRgEydOtkPC7mHVWpBBC+MLU+EceOxVSGIpYiprzGpvyfCQXdtCggDCBh1itTLMgSwtJoUgBTK1OmbSJQBbFgHpuM5ZL5Iw0Tdox1wrSgnqK5gi2pFaxCliRGKmOmZYDSdt49utIpRxRxxXdyenLl7ID8+aln6N2/19XyDl731vB9y+W4VTFocjyErq+r8yomYh17ckjk8eb/Rm0k3WS7FGUjxVL2olbUOidsW8xEiPxQs3snybd+iMAlP4cV4EgbWWEqTr/UB8Hh9bhgjeCXWDEXE0FpPkdZ8xJqg2Ka6Klqs0z9uqoJ4gGdZENzTadOm2KxZM+OrJjA1fTPv4gP4Lx4POIIPX5OGF8RX8IfKxbOKBUtH4jYFRI0FHItivmHEdq0+yKA6bcW0YbGtrVe2eZ944oldqosQKtCYITFIS6AQXIhFUJ0LLrjAzSl3bngnhAWwJl4HfGIWhKaUgeR20Sf1kUN+nHhPmzbdx5I2ZmxpJbhI7hUHXpdccnG0oOw3wD5/2Bhbs3ajNSY4AzFrSuWssaH5rMg1oJ+3RMIVcSTCkTOdcTTWR6fsPMtCIDAqp2OtQ0jLXQPgWNgtWo8JN0cmuAIS1qNM6yIXEl8fYR2jhW+4/gAnaOEegj9EFkfCElow+g1pHD1H6zeUCwLy9NOz/NAQa6z5pZ4YXWnBorknX7xBOgxar4blYX9h3dbSbQqIOiFGMsv57hSfvznuuON852HQoEF+4MMbeiHyrQHVkTwJEYj/8Ic/NH3SkuerrrrKPve5z/lVfPqCoNQPCdqRMYCTTxjxRcUwiDbyaSljIvg+mPxrXIqf/OQ2GzHiYON6S9HwtWDasM8ely4yvEt2R4Ero40rCTO7++67bc6cOR0d6TOr16aASDPILMFge/LdKTTsjBkz/BtRITalLlFYVk6aLb6PPvrINYgW6MuWLfOvirz66qu+JpFgwNgIUKhN2huTdrzbcv3113s19VPaHhcSa6nvYGnXjyvXRx99tPHFR4KEWv20N/beXhauS+E1BATvIvQOegIN2hSQEDiZNHzQjn53CksxZswY/8pJeLOSfts6wwjH7GhaAkx94NR6h6878i2rMEjzKw7L2krzIQE+WE2AwfVTH2J6nkPGl2bEguqrk/K/u1pJtAV7T84PlQw05O7dK6+8EriuPQP6NgVEQgGYMDSTzwR39LtTU6ZMcV+c6ymsW2jH1z6afffOEUDMSAyBxbD0iia/6667WlzHR2OFk9LR0TmRxYVT0LgIAGk9qzykGy7mtdde60WML62pWG16cywF89BDD8Xva3SFC95VNG1TQACylJnL/e4UDMs9qVNPPdXXMyJKZ5AQY8qChFbp0Ucf9a+RAH8oFKRDQerI+Lhtjz32WAthK23H2JpUBEQWgndauAsUjhkKUGk/ve0ZOml+uIunuVReT6BHmwICcEy6mBlG2ZPvToF8+K8I0KZ8L4tPu3RVCN0aMSE7bHw0WkGMq2diCVeY11aa9qxl5s7lKnbzOoK0mF3ulGhFGXCU7vYxbqnS8U576R/RDz55/PHHYwu7J/PztyZduwKCUGibDEBYfO7pd6dAVkyK28O/3xIzdxY5ERI40Tos1vlCHwGmDZlRk0GZ4GlvfOqI4fniH/2GebQtdZUYgx+vdv7ud7/z7qUNoaPWR+2N25vKNH98VunNN6MXskTznkKHdgVEQMoU7sl3p2AmuRr0AxMjIOG3stR/ObGETAzIbhbbsaEgYLVgVk0Esdp1ZEzVRdC4G8bkqS9ZDfphTPAjcMGOL6xwoi9BRHDZ/iXQZyi4ntlL/0BPaDFp0qTYhUXpiMY9gSxtCggMIJ9QExt+d4q80O8Xw4RCoV0b6vI//dju7ErkxfCMwwEh92647cmmAGm+qatrz6Xav6PERwBpy3+W4pyDIKFUH0wy+PMyEB+tZmzeU9EB6TXXXBPTCphL26ufvTGWkgA3cA+foRlfzuc4gCAlEyq57qZJxY033tguDNJ2pd+dOuecc+J27E6ddtpp/rlRMnHFxo8fH78JBsPyPzYkHNKmcQdlJHTnig0AGPLQQw/1WILCy1a/+MUv4p4RdlmEjppxMbKE/6abbjJ9b5iOpUDob+XKlT4+sIS/4cOH269//esYjo6OHTf4O03A7JpvoQD9lYcQ4HbyrnjoqoYuvdp1Z1zBZLYWYAp85tAiyGJIwsPJpn6IqJgRQoG0mE2M3dqYe5InQjNu2Keslsajz1Br8SzG7uh44KmJ49CQnSkF9Q3uEiTBRp1QGUA3+grppn721lh8JJ4BT/JQomeffXZsNcgXf4mmPYEmLiDaoWkLoPCFlHDCYTQEIBSM8GYt1keMGl7L6CoCMDY/EZdJCJmTMgSGmPxyxhX8jKH/dcIZj2hCudKhkJTSEqaQAJWW7Y3P7Skh6ITLDU8wJ8xbyEPyWnoCXVxAZs2atQssmkwxHFpPVmGXysVr5iKKmEqxEIYI9Cembq2fjuapb+qXwoXV05jqL9Tawk1l7cXSfGrDuGxLXnbZZXbkkUe2sAYaExxph2ULJx4rVI6QtgdfTy6DDqIbcLIbyGYHl0lRKlIsIQ66phPmdWe6TQERUDJ7eiaGEUC8lNFhHhgCZgwFK2zb1WlZJjFiCC/wILT8SoWoI3CE1hChC91NCWjIAGL+UBg1DvWVr1hle2Mc4ki6PfrLiogOIZ2V111xmy4WDCcmADghKAmXtgSZtt78E6LUhQgSKOV3Bmn6Egz0I4EkrfVCCD/54NTRsWUNaSf8GIM+RItwfMGgscP2wCHhoV5YxvPeGEJ8wQ/ahUIDDXkO83riOZELSHsTJMYDYSEtxggRKmUaIa42GkP96bkzMWPiyoSCwHiMHeaRFnyMF6Z3N74EijbCRTioH55lwegvxF1p5au/3Y27N5RDF9FK+EAP0U30hCaii5So6nd3vNtt3u4GsG/8Pgp0JwUqOMPoC30U6KNA6xRo/RCk9bp9uX0U6HUU6BOQXjflfQjvCQX6BGRPqNVXt9dRoE9Aet2U9yG8JxToE5A9oVZf3V5HgT4B6XVT3ofwnlCgT0D2hFp9dXsdBfoEpNdNeR/Ce0KB/wc4rQPWqe7oFQAAAABJRU5ErkJggg==)
(1) 4
(2) 6
(3) 9
(4) 12
(5) 15
(7) 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)
(1) ![](data:image/png;base64,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)
(2) ![](data:image/png;base64,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)
(3) ![](data:image/png;base64,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)
(4) ![](data:image/png;base64,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)
(5) ![](data:image/png;base64,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)
(8) ![](data:image/png;base64,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)
(1) 102468
(2) 113808
(3) 114608
(4) 115608
(5) 117908
(9) ?% of 100 + 25% of 80 = 55% of 60
(1) 10
(2) 13
(3) 16
(4) 19
(5) 23
(10) (?)1/2 % of (3969)1/2 × 5 = 485.5 – 454
(1) 95
(2) 100
(3) 101
(4) 106
(5) 108
Answer Key-
Q-(1) Sol-(3)
M1 D1 = M2 D2 { M = man,D=days.}
8 × 12 = 24 × D2
D2 = ![](data:image/png;base64,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)
D2 = 4 days.
Q-(2) Sol-(2)
Let the length of train be x
speed = distance/time
Q-(3) Sol-(1)
Let the wages of each man and woman be 5x and 4x respectively
Number of men =
× 25 = 10
Number of female =
×25 = 15
10 × 5x + 15 × 4x = 220
110x = 220
x = 2
wage of each women = 4 × 2
= Rs 8
Q-(4) Sol-(3)
? = 1 + 49 + 33 + 1
? = 84
Q-(5) Sol-(2)
? = 5
Q-(6) Sol-(2)
? = 6
Q-(7) Sol-(1)
?= ![](data:image/png;base64,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)
Q-(8) Sol-(3)
? = 114608
Q-(9) Sol-(2)
? = 13
Q-(10) Sol-(2)
? = 100
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