Dear Readers,
Mahendras has started special quizzes for Quantitative Aptitude Quiz For IBPS | RBI | SBI | NABARD | LIC so that you can practice more and more to crack the examination. This IBPS | RBI | SBI | NABARD | LIC Exam special quiz series will mould 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 with the important question of Quantitative Aptitude for the IBPS | RBI | SBI | NABARD | LIC.
Q-(1-5) Read the following line graph and answer the given Questions carefully:
दिये गये लाइन ग्राफ को ध्यानपूर्वक पढ़िए और उत्तर दीजिएः
(1) The number of employees working in the pharmacy department of Cipla are what percent of the total number of employees working in the company?
सिप्ला के फार्मेसी विभाग में कार्य करने वाले कर्मचारी सिप्ला में कार्य करने वाले कर्मचारियों की कुल संख्या का कितना प्रतिशत है?
(1) 25%
(2) 28%
(3) 30%
(4) 33%
(5) 35%
(2) What is the ratio of the total number of employees working in the Packaging department of both the companies together and the total number of employees working in the Quality Control Department of both the companies together
दोनों कम्पनियों के पैकेजिंग विभाग में और क्वालिटी नियंत्रण विभाग में कार्य करने वाले कार्य करने वाले कुल कर्मचारियों का अनुपात क्या है?
(1) 3 : 4
(2) 4 : 3
(3) 2 : 3
(4) 3 : 2
(5) 1 : 2
(3) The number of employees working in the cold store of Ranbaxy is approximately what percent of the number of employees working in the Quality control department of Cipla?
रेनबक्सी के कोल्ड स्टोर में कार्य करने वाले कर्मचारियों की संख्या सिप्ला के क्वालिटी नियंत्रण विभाग में कार्य करने वाले कर्मचारियों का कितना प्रतिशत है?
(1) 129%
(2) 229%
(3) 329%
(4) 139%
(5) 339%
(4) If the number of employees working in the research department of Cipla is increased by 20%, what would be the difference between the number of employees working in the research department of Cipla and the packaging department of Ranbaxy?
यदि सिप्ला के रिसर्च विभाग में कार्य करने वाले कर्मचारियों की संख्या में 20% की वृद्धि की जाए, तो सिप्ला के रिसर्च विभाग में कार्य करने वाले कर्मचारियों और रेनबक्सी के पैकेजिंग विभाग में कार्य करने वाले कर्मचारियों की संख्या में कितना अंतर होगा ।
(1) 4000
(2) 4500
(3) 4750
(4) 5000
(5) 5500
(5) What is the average number of employees working in all the departments of Ranbaxy?
रेनबक्सी के सभी विभागों में कार्य करने वाले कर्मचारियों का औसत ज्ञात कीजिये?
(1) 6000
(2) 6100
(3) 6200
(4) 6300
(5) 6400
Q-(6-10) What will come at the place of question mark (?) in the following question?
निम्न प्रश्न में प्रश्नवाचक चिन्ह (?) के स्थान पर क्या आयेगा?
(6) 24.5% of 740 - ?% of 470 = 87.3
(1) 25
(2) 20
(3) 19.5
(4) 14.75
(5) 18.25
(7) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAK0AAAA0CAYAAAD4xrjIAAAgAElEQVR4Ae18B5QVVbpuv/Xm3TXzfG+te+c6b+67E+6gos6MYmTUEQWhu8lmHTHgyFzFdA0oRoyYGAevIqCigoIEFSTKSBIaRKJCE5oONDl17hMq7tr1vfX9u6r7NDQMBxq4b01XrzpVp07V3v/+/2//+0/VOch60wAUAA2EaLrLBR+AC4DHjHuy7ue/8gNBxINwv/GTZvLHi3byKYNH5tsx/WTvFAu0gzBUQokWOflAqBAglGvQ/O4JtXzm/6ctJ3tiDwVa/kbA/j2DlkDl+AncEwja0EeIQCgIRXkY0GqEhqpQCYgpsb8D0HLaUtPsp2VkevM6heVEmlYuRlM/++mR/RPsLxYDj/we0ZB9Y4d4gm1zrBldSDf8iEFLHkT3xPeZJ47pZzxqhOxbR4DkikeQUs8KhIHQ8Cbm1jElqoUbPwJNSwoi1phxR7gwAvP8BMLQgtbUNiEcRyGU9amFKT9ocxRWIEujbacRBApB0AgengcqQEg5hoA+Ito4VvIgA7TRlzB04SvywBYaOHbXiTSueeKYfsaURdTBDJTj9aEVZaIR6gA6DOH6NBeOzbQ+loM8CtBmCIycEo3mQes0ABtKWVDKh+sQJJFteyxHIm1r+MqB46YQhj6CwIfve6irq4Pj0MYL4fsUYCiyTKfcI5QYByyDNofo1EwWJ+KBA9fl5NVw7OM3cUkKgWg8Cq6GHhBG9qxnI1AOdODBCwK4OtK6x1wuLdvBEYI2IiKWnQgtRBBQu6RgOZWoq6/EokWLcfZv22Pw839uWaoP0hptOF/Z8Lw0wtDD9h3luPe+/jj77LPRpk0brF1TGAGWoA0R+JGJc5D2DutyzAO5OYAK0lBBPSy7Grt2bcfwt99D21PbYfGibw+ruaO9ieTEBooYB9oxwKXR5liY9+VUXHTuWXh80HNyn+V4UKpxJTra/o/H8y0IWi5ILly/Rti2fv33uOWW2/Djf/o5hrw67HiMBUHgwffTsOx6uG4Kn30+AatWLZe+77yzP/LzusFKe1A+tb/RthmWQ/Y0xoCVScvHFXSYhqdqRROPHv0+OnbMRZt/OwvffrMq+/aP4IkYtLZQEwA6BYQ0C4AN6wtxf79b8JP/fRIGvfRnWNTIQYMhcQS9nZhHWga0Qju1TAqeXwPLqkQQOAgUkNflKjz3zJDjNDpq2rTY055vYe3a1Q3L+Icfjkbf224XOjw3gPIj0KoGxGVPYxPQ8osPX9XD9apE07LBdYXF+M0Zv8OihcdH07JPatoUqaHzFSQEtLRhaSrBq8e1+ZfhoSefkxiH49GM+nvUtGLfGS3jB7XwfWoaH+m0g/PP64DXXjk+mpZxSdrSnp+E69GupRbRmDlzOm699Tbs21spGlYHGrYVOWNHo2iagJYNeQh0Ar6qFWeMAFqyZAX+7Ze/wYpl32c/KY7wiaagrW/QtGzOqtqO3IvOxeMvvAZqY09psfWPsKsT8lgOwUVhc65letJ0WigTOhLiKUvcj1ZjdI3moAbofPNOhqy1Jhtc8Zy1tmDbKVzeIQ+DXxwqg5P7JNRixso+DrlFJicpoMtgeo/9dnZuENdIEx0OFzqkI5iGDj28N2okTjnlV/jRj04SG5v9ObYxD5QP6CyVjOGLMoEj+pfaaDbNEFPoItQJCfkp8dQdrFqxFKeffiGWLDbmgTwv4yZYDP3N88CMOp4XTe+JQh+xM5jxI+9n0JHusKLO1bUm0UDnM9BQ6Qp0vfx8DHrxdaNpjxa0DSJsHIuRK+PEpKTlt5wgvUc87jRDM0ohDAMEPu0+DU8DtuPC95JAmIAHBUeWGcswwAd8DXihhh/SK1UI+BDRAAuJ5C50yeuKQc+9KpRLuClainiu1CFCQRRsGMqk4NB9ONC0zbRMC2h6xKkUlO2Kbeb4jAR4CPwUPC+J+vqKBq/ZdW3ccsutOPXUtthXUQOfgiLdxLhQRoYbkDRhcYSYGGjkDUNHSltQnKAKUF6IZBjC8j3owAWCJALfhTEVa7Fq2XSccfZlmPf1Smla+T605rgVfMX7OBkjOpoAwEwMzinuDT/JN4KREQkTI6BioUIIwhAed+EX2cd+CFpDK4eovTp07HAOnnr6VXghkKKZFA+64SSjQ16Lr8dHuWRiwDLv5DonrWGj9j2EugYqrJZrAZ3eOEQY93UUxxyV2AHPs5AMjB4LyXCGakLACQClQ3hOPaBqYClLQBsEaYRai2DIlrT24YuXGiJwA4Q2NW4KydROdOjYCc88/5qQ6Hlm5sVHAtdo8uZGYLQJoWTySxbC0BFsWYGCpsDq6+ClbSQFAiG0sqH8FGy7HoGyBbQBgREo7NmzB6ec0harVq+BCkyohxPO6Ad+ir42hJD50U5NTO+6YcURi9FFoFJQSQXitE4HSInapg2Zhm+7MEOtwqpln6PNmRdhwaLvpG0zZtq+5JGGp6iRIlzwRDbSw+taeuM38xMncpTJ4rg804bveRJ3pVPlaC2gFVM9Bm1o08AFXB9uqgJXdLoQL77wF2k7raIERNx3AzENnRqSMn43t2gzmWLiiF6eU2wBV91qhKiVWDj5nOWCFvGh+UMOvCooLw0rBNIONZkP5abhOrYMPmkbAUHXwNMuah0bobYRMs7nRrxACDcwgXwn5SH0qQGScNy9OKd9ewwZOtKIIlrOXT5IsfiHcAKEMwZchLoCw2lG09o6hOOmASsF1/VR6WnRMNR0WlnQAWOl7INTipwEioo24fe/vwxFm0plsnH2+7K6xLrsQNDGWsQsd2yFGs1HEKahgxS0reFZBK1CMvCpdqFVEk46FWnaany3Yhp+3qYdlq/eJHSwLcaPvQhwjuccBLTUtBlaUJ6mNjOgDUXTcnxcMQK4kdIh53k1kIWKZ3UAQUvVH2hovw4dL78AL0YmG2O1vDebrQlo+aC5IKzWkrxhXCIF16s18XGiwaLyMLLIpq/m7s2BTkAFLqpTnhjl0CYYTTrsEPC0hg7S8JwK+D5nNokMgMAXPpBZ6cCH46dE+8rKFwTwvBqsWVuAs849H//e/0Hs3btPBsAgP7UNgcvzg27CiEzQUri2GNFUGulUAnBT0KEWT5lmi2oAq48136/AmWecinFjx2Dz5hIMHPg4Ro36QDQSl2TL9gS0BK7RAweC1qepI8Kn580JRiDRB+CEMLqDYqDbmaS96HIZNpOX1xN1W/DpJ2/iX35xJj746HPYti0726LmTlu817RzIB/YQgYa2F8DYKlYIllED7qBRsI1BTIyVeVRtp0EOIEDDTeVwubSdTj3nDPR/86HsH3nPjEBs4WSoYqa1pglQiYbEZLJHxt+gyNsRqHoI/HBFthyoOqhtQdqL5lxoY/t65dj0aIlqHJ8mbVhYAFhCivWLMOYcR9h3MejsHr5Cum+PuXD1gEC6uWGJUKjvHwt+t5+PfK79UDXblfi+RdeagBtOs2wlBYgNGqx/UYjnMkELW1WS2w52mIM3ziVO7H62xXYXJs2oGGmx0ki1C5SyVr0ve1m9OrZHd27d0NBQYF0kLYcpC1bTARXBZGWoXC5R+IzUpHh8KFGWo1kbCeBuV/NwMcfjMacL+eYZVaeIciNOcLnZkwZgyu7XoEeva5Ft17XYdbsvwoNyWQSNJEIWGPXx33zmCnZRnMgBqxktxCAPFyw4GtMnjoVU2fMwoaycqn4MKtSNBJZKmgmGbNsa1kp7ux3O66+qhfycnvg2edfkd68LDVgxB6mchDSo4jlLqjkZHKxrrAQYz8eh48++hBr1hbKuFsMtEaLpsWhSqYtfPTeSLRv2wbtL+2M9XsqRCAU6OqVCzHkL4Mx6NknceO1vXDqr87A7NlLZKZaWsGjycDlnw5OKgnXqYus0QgIQjadAyMUCowa56BbxBk+TZaTQXTuEDpinoUqxIJP3sd5v22HOas2iN0bGDUvDgqzYpkb+6V2p3xIgucr2My9Cz3Ng1bLGkvQUkuQIC0p4vkLvsITjz+KR+65E//603/Bp/MKBDAB7drAhdIBEmmuKNTITVcT6qa43MFzqXHZN8fWCDfDIeI3Bi09xoydobTFBTj55J8gJycH//0HP8DQdz6UEJajTRWXYR8/G9O4cbQl5gt/5arVVELxrwc/mrYpEw8hEqJIZM7LJPFRuOZbDHllCJ5++hn8oc91aHdue8xfsPbgDWb5S47UVNI+Ins9H2uWL8bAW6/CpZd1xto9VRHLfSyYPwsbi0ys0bFT6HNjH/ToeRvqUjZSvodAwj0ayToLWil4ThV0UCvAIGO4UfDULDFwqcF4nrlEUgPxOjfF5c5XYq8qTS1aLbYSf03U1uKGDufjl//6K8xeWWTELg6aQiqZELuRZgxBwcnBfmJbmm3SREjTVJH+XXHsJDoQ0UqGiBMWEW80okb5lhLMmzsbVpqTwsef7uiLHjf3F8jRVAl8B8lUPfwghLLqESoLtmemHIP9BK1SoUQdPNsHbUACK2DUIaBLSZoBl8sJbVrlIKD9TtByEoQ+HDuB5wY9jdeGDMHCxUsxt2AJtu2rQo2j4NC21SESSYbe2AbDe67QJQPiMh2YpZoT2IQs0SADjpPyoClDnsUyik05WR0CVouxZReO2gfft/hFHDCaBk88dh/efnO4yNDzHdx2+x245pq7JBspF4/yI8csSIQB2Wm2aW89jYsv6YjVu6tFgyWTtWJCpFJVcOwKYcaIt0agd+8/oqo2JYuECl1QcwSuRqgUtKKmrUfa9WQ2+wRfFD0gQzh4MiU+J7D27duHUaNGyZHcpAlHAVhsj+GmkIKoRcpWGPHmCAx76l6cc1Y7FBSVY4/lC3CV68J3WRwTwHNtAS0Zz51LquuZicCxclkkaKmbGB5i3JTOQjplS2UWNS2zZ55nQE8eKeUgUVeNQCnY6V0Y+Oh/YMzUr1CnGKgP4DtpBJqOkYL2XYSeK2FD0Ul2Uiax6ypxC0KGm5SCk66SsYVIIgg9zJg9F59N+VKEocW5c+Cm66Hp9YU+Vq9YipN++EP84he/xJz5C+U+zi2LziXXI8dGoB0wVmxS1tT4/IXIovY2cuaBO7NlqVRKJncso0awspbDmBd8ijJr3HjOkGiAdILRG6LJxptvDMYD9/0HXIfmg48nBz2LHj1vRX0983RHv+VwKAauBAYbtDHl9QH43cUdsXxXtVn2AheeYhinDiFDX+kqPHjfg3jnnQliVjhaIe0m4HH59TS0ReYmoHWtxH5ZmUcPl7OYzOCRjCADuMfnO3bswLBhw7Bz507DTQX4KkCKIBT2ctB1WLR4BWZOn4NFs8ahbZvT8NWaYnHGbNHwDnyXbQOOZZyVeIKIdrUtKHq4WguwPHr9DMNL3QI1nonh+p6CbTH2CqGPbdDrp/2vfYVVy77Fbdflo+9tV0nf9YzZMqrk2HADF2nFCIvm8iXxWDd0JdiftAkCevHG1Awd8qwWytsrk9z1kpg2aw4mfW5AyygBw3u+Y4nZEzhpTJ40Hlf16olzzjlXzIOHH31CnGaLpQZci1IsjUyL4+x5JsKgAvKCkYcIqXInQWxAxAlrWSkoThJNbcsKOSaKAmzbtgUTJ47HhAnjMWnSBIwbPxaTPpuEsRM+wqTPx6G8fIu0I6BlWDK04Et0BNhcXowePa/GtBnzjx6tUQs5nIMSqWPGSwZgYfqQh9D+4k5YtNuAVgSqGVhPIfQrsLRgFgY98QwqKurFpuVLG+KIxWuNcMJMh+YopVYlCDJnMO+rrq4W0FLjcjMlhIwfh/Bo/wa1qNqzGm8Pew++pbBg0nCc1uY0zC0skwxQPUN2kRCa6zfzmgoULI/mAUFhBJv5+/7npNnzHIm0+J6PSWM/xoD+N+Mf/+mf8c7EWagPAFdKMA0BzZHRuJaZAIxnURsrKLvS2OuyrgHzFi3DzNmLm5BAEDlWEqFyYafq5bfVq1fhzrvuwj+ffDKWLF8JWwUgCYYJZg3lN5oth80Y6uNAgQkZPkPerFq1AoMGPYUBAx7GwIGPYMAjD+PRxwbg/gfux+CXB6Nw7XqhJ6CNTh75STAjyjqQ4SPexpixk5CiKRSZfXLzUXzkkDTJVvB9IeF0CjNfvQ+dc69EQVVKbDXOtoRjw1d1cOq34tVnH8E3BWZZkqyZVlCcYQDuves+9MjLxR+u74m8vI7o1DkPXXJ7IDe3K7p27Yrc3FxUVlY2OGHz589Hjx49kJeXhw4dOqBt27bo3r078nPz0bNbL0z+Ygo8pojFg0pg4gfPY2nBIlnp5n0xEqe3PQNfb9hCd0AWQNLw3KDn0PGyTujRrbu0zfbz8/Nxww03IDc/Dx07d0RJaTFM8hpYuepb3NTnRnTp0gVdu3ZHfr7Zu3TJx9VXXwvSyBWBwOHyHbi0W9jTHgx8pB8u+P21KNljiym0Y8dOdOrcEVfdcCWu7tEbPa/IR+fOndClW2dcedOVyO/eEx0uzcP773wk/KLCq60ux6MD7kCX3EvRo3cezr3wUrQ7Lx+du14vGcX+d9+HmhoG6gO4dkqKuV0CWAewrTTuuKMfXh/6psxX4iKZTKBbjy7o2i0fXfOvRq/evZHfLRd5XbsgP7c38nOvRj7P83PRNZdy6oobbrhOvl922aVYunRJBHKCvRH8huDmP8VviFLFlITrVaK6dhvGjPkIjhfA9gja5qZy8+0d6moOw8AMWNErj0E7+7X70f7iXCzcXSugdTwbTsgZmMTo4S9iwV+nSJueF8DyfNhM/Rp4Y8e2nSjdVITiopXYvHkN1hVtQlHpZmwqLkFxcTHKysrEjuWso7YlgHmtvLwcy5YtwxNPPIHly5ejrGQzSjeVoaq6El5UWle1fQP63ZiHX59xDrpc2g2XnPZznHTSyWhzVh5mL19n9FQI7Nm1G5s2FmNzWTnWFa7Dhg0bpI+SkhIUrl+LdRsKkbJTcANamhqpVB2KS4pQWlqCkpJSbNiwCSUlZSgtKUNx8WYkEnSQOP7ILuQXVkxhN75f+zV+c/GNWFfOkkyTMCkuK8K64jUo2ViM8o1l2Fi0BhvLClG0tQjfrd+I9evKsHdHjUn1KY3ArcTO7atRXPwNNpcX4T/f/gBvDPsYm7ftFN6Vb98J23Hg2MZE4NroOWlYkcZ9+eWX8cn48SI/VtaxRLO0bDWKS9ajrGQrVn/3HUpKN6JkczFKi7egtLgcpWXrZS8rLkcZx7q5GIXrvsf6DWtQn6iRFYXIoE365ezpuOKKy9HunLNxwYXn4bwLzsWF7c/DWe3ORedO1+CbxSb86dtmMoeKAK3E2vULsWlTiURsHOF1C4FWctWKAmBqkUIBpr45CLl53bGxyixDZFJ9MoFnnnoETz16NwoWz8PXC77G60PfxcKl3wtYPAI3itdRK2mmdeGKvcyxxAsUw0F0quKMUOaytWvXLrz51lvYG5kHZqkXf9vcxjgtasStp024YNYEnNLmFBSs3ShTRkydkKUPJkIh9nMUVuMEydwkPCZvN3CFkTU18+cm51witWIK2UXF3h1YvnQZbIvjS+PN4UNw812DUGWboBVb4u7JM6aaJgh9WJqrlknZsnHNel56T1LPkEDIwhYJWgWYNXcRxkc2Lak2Sz5MyC4IUFJcJI4g26msrMDIkSNRU1Mj5p2E6WhOyRsktJ1pv5t6hKaQiUNs7ICxXMrKrFYS5VD0S+gb+FJ4FL8JQn+EGl+HSpxaRiLYMSMUMmuElZRZAmsLv8GGDcVgiYmJuDdh6xF/yaGnbaUT0ZKTwpfTp6DTJe3x05/8Hzw84FFUV1YgmajFg/ffg3/4Hz8Qw5+xQe6/bnchSrbvkViuS7DEg2bGyTGvJ/scEMNpXMq4vIoFTUaSISzaZvaEYNTYvXs3ho8YiR0792QMiKyO2U2OBGCunduUzybiZz/7GZavNMUo1PoeU7MMaZFT7M+jdjJOZpq5d2auJO7KeI8rr56QPu5sPe7JnAVQfEXFtyV0xdey50ydhB/98B9wa99+ePL5lzBo8KvYuHkbrCBE0pW6KuEDaXH5ao+AzojMltAgBcpaXvoISopsmHJWih4/s3QBJs+YhXGTJjfQQu+eE5A7w3adOnVE37598dSTT+K5Z5/FihUrIoeWITSOz4BPs2bEqUIaGoz5UAYma0eApeA6SYmOIKhH6NUhEQJVGkjQLrVrIjCTXkqt0YnjFe5NN/OdyoGmAkONl3fsgJtu+oPcZsC+/zNNWzjcbznKMx6iY6WkOmnlimUYN/ZjTJs6BVOnfI7qqn2oqa7ElzOnY8a0KZgxYwamTJuBT6fORsHy1RLCIYSsKP9tq6jwJor7KpoBUZrBZaw01HA9V7x1M3sZhKfW0vA8F0WbSpBINU0M7D8YMoAbow1z5s5FbS3tvVBCTgxvNiQMtC9xTjowjBY4pDHK/ElZoKRFxaIXGkmnsDX+0AS9LbUM8FPgXr13K6ZOmYyPx0/Ep9NmYG9NvYCUTpDUMgSswzCxDppbtutKm2ybqUzuXsDoiYkNC2AlPa6hAh8q1NixrwKbNm+RSUSgGns6kIwinddZs2Zh7Nixsi9dulTMLIIljkM7foh6z0boJ4B0FeqDAIxNJLWCn05G0Z16KJU0pZkErU6hygckEs50eJA2oJV8Ec0/1nEaBhnQ7i8V8530khYeV65cibVr1zZMOI6jJbYcxjLpFVPlc+Zz4yxhmaHZjAd5sNpPNwIphcFliIJyXA/0zjM3kstdBMewUuzYRLUOzCbFS7gI9hDvLfFZ7nH0wXj2RrNL7FUq01KiHfV+mTHbD5D2jAYMA0ZMTJUTQdUAWiHcLN3a54RiMYwloJU8PichK8WibBK1O8NdrNMgDxSrrVzW9cpamckGswTznkjbK5+xVPPmLvlOHvGpWOvHcWzDLxPbbtJg9IUTWbQci5gCwJaipiSLhyVFL5qWyzpNJ0/DSW41dQl8XtUhdGtQGwKVjPfSJPCTgM2SVPKFf402XvOatpGqWDY8ErxG8x7Ii8YnsjvLCcSeJYjIEL6GwiWTAKJAJc0h16Q2k1EChopcHx5rZli4YtGZMUFnZpqEuVphc1kp/vrlLBQsXIhFiwowe/5CrCwsRtIOYPO1ctJJgItzYZ4jCKkRJb16iHFYliUCYl8xQ3hk1kaErRXctEkjJ+urULBwHubNm4+5Xy/BrppaiTIQaFxKPdc80xxojS3LYhNXNDZrGpxkDTybCy5BCjg+TQ8CNYAfKPO2r9Dl4pvFizF/3hwULFyEBYsKMHN+ATbvrEDKDeFE8VOOgbl7KgnRUiwtZG2uCNtMfN5D3sRHriwEKa/xGO+27ZpMm69h6wRCtxqlq77Hso2bsDfUsPkOX8KDSnO0Vaiq3oGZ0/6KWV9MguPUoD4EKhh9YHFNsgIQOz470GZqfJ7L+Git20z0tAxwcxwJZflQwih2QtuJqT+jhfgauPwmmtOkYUkMhURhGW1HzcekPonSsO0k+v2xbxP7lzbwH/s9gKRtCCf9yqNG54TRYHE0mc+NLGV26WAbGRHfS7CSnlioUufrMO1JDelh/OiR+F//84dCyz/++GRM/WqBtF9rcXk2YDNUN2q3uF9fVqDI7vQdCe5r3wZNKgqAzzMZYQBG+5x5fkP3usLvcOopbfbjwX/DxGlzZdLwLqZ65ZV2tiH1uPQxCWCTmeP/Z2DbHBvHGe/xtfhIQHDjd8cy/N1Vsx3DXnkKZ//fn+LafndjN5UBNW0UrksntuDxxx9An5v74f6+ffDaoIGoCyPzgGYVyxmZIGhG0xoL3fQT8yrzSNmQFu6UVXyeec/RnOcIAKN6AHYQ7350jb9z5/X4XhIRn3NUxqEw3ijTmFvLS/HAPf+OLz6bgC8mf4rPP52M2/o9hOHvjRNafa40zN5QVQtiTAqQfTCC4Yu2NZGM5gbH+0iDaNaIlvg+37Wh3JQUY1fvLMFTD/XHm2/8GdOnz8T0OfOxrapOoh0WHRY6jwReZLrIihE3xMlDk0V58FyTPmVg39i41KhG8wnNtNFlhWI9LRMcCh+PHoUhLz2PLz6biGlfTMZ7H45D5963oGjrTunfjQrs+bzhAfGuoRnP5NEneGU9AlcW3sc9nqzxuTwf0UyZ8Dlutal6zJo4Cr3OPx233/sg9kqal1lJj3E5vP2XF3Hd9dfAkcxcJXpfcQlGfPIlq2/NqzpWHUDTaH/Q0qwRjjUP2kw6Y5yQrpbccjIHndlwc9cbr5GZxqQQjosZYYqTmR+vq9iNumqT1WKbVVU1eOPtj7F9t6kmY57AY7ghRkl8ZKtRtOFwhkmmcGugi88qvurBJT2F+VMn4Ic5Obi4/fkSe+W9ycDsaV9LCpp2adz9/keGcti2WUWMqRQjTEynCG1SFyH+gOGBbyVQuXs7XGr8aJuzYDE+mf41qiwTnqXD2rCYcBjsfH9iomfj8cXHuM39v0sj4lwaG5vwe+SWPPyhX3/sDaQaGSwz9ZJ70emSSzB69HiBH8OIo4a+gAtzb8Fe2sMkhWEwOpEsA5XqDFPBJzQ2rBUxJQceY9p4jM8PvOvIrhzZK+RkcKwe4iOZxeApq7HEgOc5l2iFb5cswQuvDIfLUAyZIAFwRqQCaEl9RkKLDgRs8/P4bw+Spg01nZ+qxqi3XkPHiy7ET378Y1mmR47+BAllQMMSPnGkyNSo3/2PB/YWIVyoE5Q18iFj4jJExlCZcdpoXln4z7dHYvqCFSJuh1VckU8gtQH7dxx/P5CAv3GF9FE7UqPS/qjBwzddjpv63Y29LDwia8IkKnavwVmnt8O8eUwKEIwVmDflI/z2wt4oTwC1Pv8TjSsv0R0paP8GoUf1c07Mn2yOTXvkk4QYX+fwBLihxDUd47wELl4aPBgzvlood7F4hvF+WRX5giHVLn9hM0cJWs5oOnJ8sVD7FpI1DPQAM6Z/gZ69eqPNKW2xceseWZ4dZqIEuCbieLjjlwYP+Ih5wDXfQxg5blKVhRAlRevwzHMvYtO23bBu7vQAAAZISURBVCaG67PCzAxZ/rsLmUEGxEQc0P7hXmAbxpSR5J1fhYdv7oCb/mRAyzdR+CYDXwH65c9OR8HijSaFjwrM/2IMfnFmRywo3CpFUvIOnjiZ9AxYBxdV48jqxjTO4ayFh0t3dvcdEWhj3goPpL/oShRtkLdEqXXhY/f2LbjnnrtRb7ughrH9yIzPcNwMA0xr/DxSTUvNSTuVDgzfVhVNJy8QAnV19ejW6xqMmzxdKBZNLmD526CNplU8NeUYjTiea9F04+Qzmj5edTiaqZ9PwrDhw+VeSzGOG41RANB0xPwW98fz7LYItIwvi6atwoA+BrT7+F6dNJbG5tIl+G3b81CweIP0BX8PPh31On7dvhdWlFXKakDfgPYLaWGk2byOTuLMFTOC7KhrqbtbCLQROVI4zVebyTEODpg1bQpeG/KqSfWKP2+yKUwDSmGz6J74frNUHzFoJcmh5HUaJi4k40Wtz6C67+PRJ5/B9NlzhC4pQVSulPzxQiYIM885CtKTufNa5j3SYPwh4SsuJXwiBJM2Q//8Kr6cPVvuEOcvjCKdMrE5du6M0ZpETHzFcDBu+HCOsXnAiIoxDwbcdDn69OsPgpYvrwbagmPtwkXnX4pPxpsJjLASI15+DL/rdJ1JLvBRh4XdjYkhlq+LSGl+idVLKk/MJkXgmQLJ9nx/4REcJmzGQYV44rFHsWzZUsmEcZnxmFuRFK6PkIkFmde810CB7ZGG7AVmwmTU6HyWXvLunVvFRGEobueuPXhj2AgkbJOEkB7iV1iiat3MscR07M+PGFCZ15s8F3n4YlsjxI7tW/DwQw+gomKfkTl9b/7bTQJW+o950FKgNe1y1eHrSY/dmo/b77oX/L8W4mCx+ChI4uknn8YNffpBalwSW3FD7sX4y7sTwGoTeeeBRfF8hy7KZjYFLXU2fzkxm2haCtlApvHIMR/utVho9PxpV8b/hW/b1i24l6ZBfa205dNBiDSQeVMgrpoiA4TL0eeRMYMtsKaVZvKe3TvxuwvOw8BHHsbLLw3G0KFvYP3GYkmIMD7K/vhqTBxXjcdwqGPMp/jY3L2MaMShHvYxa+YMvPD8czIg8oaRBpMpY/SF4+c04PiNmRK33ciRbHjB8KPhaW1tPaZOHIPzz2yD0359Hoa+Nxp1li+F+nRUt2/bhutv7IMBA5/A/f1uwgN/+iPSnkkscBpJsoPht4hCoU6Ia7ySDWUtee+RRQ8OQgGFIs5QFNfdu3cv1hYWSkz3wEcocm6x6KOvR3GQZEGUoOCrNaNHf4j33n0Xbw8bhoULF0oygIF6Nyq44ZsWLb3FPGA8ledFRUUo37KlmW72H3/8vZlbs7jkskAo9EVRTJn8OT54/3188MEYTJg4GXzNh2aReb8NKC0txhtvvI733h0hdbmkl/99h7FySRodlKSD/pAFpUd+a4uClmTIG68ZCQlei+OpR07m4T0ZA4bBbGF6M4/F2Rr+RFOmpTeONZMHbD+mq6X7OrA9Ko1YezcFFie0Y9N0o+lkJpRZS80yz6hLzI94tTgYDw/s9/heaXHQxgOloJjJMTZuUwYeqyESrDHjSQdpoAB4pKCYQYsBlAnelqSH7cc0sI/4fzy0ZB8Hb4ugZeqXwOUyzjQ7axNYZxH/a1OTzZTsmdSSOJLdixUL+RaDOh7Hwfs7Mb+0KGjJCAotU9ORGfx+vLYYNOw387XnGKw8UijcufF7S25xuxR+PG4eY1C0ZF/NtSXZO3m72NSR8B46/PyHgtwcx5OVgPSxIEiCWYHhR6aCiesZmuvjRF87JqClgCg8HmONd7wGyj65E4yZOXteI3i4x0DlsaW1SQzaePxsv6X7OBQvDWgblUcMRL4kylfhaSaQF7ze+OatAS15Y8BsTJxD9XMif2tR0HIgMSgIiPj8eAmNfcagjSdL/J2/xTvpJE2xQFtSAPG42WbcN/nA/fhsBCT/NVMjcBX/MyJj6FGtRkyXVPBJaSqQTpuinPg53nO85JYtX1octNkS0Hp/Kwey5UAraLPlWOv9J5wDraA94SJoJSBbDrSCNluOtd5/wjnQCtoTLoJWArLlQCtos+VY6/0nnAOtoD3hImglIFsOtII2W4613n/COdAK2hMuglYCsuVAK2iz5Vjr/SecA/8PzRKaMCLoJVgAAAAASUVORK5CYII=)
(1) 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IAAAAASUVORK5CYII=)
(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) None of these
(8) 164 × 43 – 6070 = ? + 132
(1) 682
(2) 790
(3) 880
(4) 1082
(5) 850
(9) 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)
(1) 2010
(2) 2094
(3) 1278
(4) 2124
(5) 1954
(10) 6666 ÷ 66 ÷ 6.25 + 31.9% of 2650 = ?
(1) 860.59
(2) 861.51
(3) 864.01
(4) 863.61
(5) 836.47
Answer Key-
Q-(1) Sol-(2)
Q-(2) Sol-(1)
Q-(3) Sol-(2)
Q-(4) Sol-(4)
Q-(5) Sol-(2)
Q-(6) Sol-(2)
Q-(7) Sol-(3)
Q-(8) Sol-(5)
Q-(9) Sol-(2)
Q-(10) Sol-(2)
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MAHENDRA GURU