Dear Readers,
Mahendras has started special quizzes for IBPS RRB Exam so that you can practice more and more to crack the examination. This IBPS 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 RRB Exam.
(1) If (9)3 is subtracted from the square of a number, the answer obtained is 567 what is the number?
एक संख्या के वर्ग को (9)3 से घटाने पर उत्तर 567 प्राप्त होता है। संख्या क्या है।
(1) 36
(2) 28
(3) 42
(4) 48
(5) None of these
(2) The average runs of a cricket player for 5 innings is 20. If he scores 14,30 and 40 in his first three innings. What is the average of the runs scored by him in the remaining innings.
क्रिकेट के खेल में एक खिलाड़ी की पांच पारियों में रनों का औसत 20 है। यदि पहली तीन पारियों के रन 14, 30 और 40 हैं तो उनके द्वारा शेष पारियों में रनों का औसत क्या है।
(1) 10
(2) 9
(3) 8
(4) 15
(5) None of these
(3) There are how many number of ways to arrange the letters of word 'EXPLANATION' ?
'EXPLANATION' के अक्षरों को अलग-अलग कितने तरीकों से व्यवस्थित किया जा सकता है?
(1) 20160
(2) 1980 !7
(3) 12080 !5
(4) 990 !7
(5) None of these
(4) Ram purchased an item of Rs-80000 and sold it at a loss of 32% with this amount he purchased another item and sold it again at of 20% profit .What is his over all profit/loss ?
राम ने वस्तु रू 80000 में खरीद कर 32% घाटे सहित बेच दी। इस राशि से उसने दूसरी वस्तु खरीदी और उसे 20% लाभ पर बेचा तो उसे पूरी प्रक्रिया में लाभ/हानि क्या है?
(1) Rs. 16780
(2) Rs. 14720
(3) Rs. 15540
(4) Rs. 14250
(5) None of these
(5) The distance between A and B is 2304 km. A train covers a journey between A to B at the uniform speed of 60 km/h and retuns from B to A at the uniform speed of 40 km/h .What is the average speed of the train during the whole journey?
बिन्दु A और B की दूरी 2304 किमी. है। एक ट्रेन A और B के बीच 60 किमी./घंटा की एक समान गति से तय करती है। और 40 किमी./घंटा की एक समान गति से B से A वापस आती है। समग्र यात्रा के दौरान ट्रेन की औसत गति क्या है?
(1) 54 km/h
(2) 48 km/h
(3) 50 km/h
(4) 56 km/h
(5) None of these
Q-(6-10) Read the following table carefully and answer the following question.
निम्न टेबल को ध्यानपूर्वक पढ़े और नीचे दिए गए प्रश्नों का उत्तर दीजिये |
(6) Find the difference between saving of Deepak and Anurag.
दीपक और अनुराग की बचत में अंतर ज्ञात कीजिए |
(1) 15800
(2) 17200
(3) 18600
(4) 16700
(5) 19500
(7) Find the total income of Sandeep.(in rs.)
संदीप की कुल आय ज्ञात कीजिए |(रु. में )
(1) 76000
(2) 80000
(3) 86000
(4) 96000
(5) 108000
(8) Find the % of expenditure of Arun.
अरुण के व्यय का % ज्ञात कीजिए।
(1) 77.81
(2) 45.89
(3) 67.71
(4) 64.28
(5) 65.78
(9) The saving of Sandeep is what % of income of Anurag?
संदीप की बचत अनुराग की आय का कितना % है?
(1) 33.33%
(2) 37.5%
(3) 38.5%
(4) 39.5%
(5) 40%
(10) If Naimish gives 20% of his saving to Deepak then find the % change in saving of Deepak .
यदि नैमिष ने अपनी बचत का 20% दीपक को दे दिया तो दीपक की बचत में कितने % का परिवर्तन होगा ?
(1) 11.33%
(2) 12.67%
(3) 16%
(4) 20%
(5) 33.33%
Answer Key-
Q-(1) Sol-(1)
x2 – 93 = 567
x2 = 729 + 567
x =
= 36
Q-(2) Sol-(3)
? = ![](data:image/png;base64,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)
Q-(3) Sol-(2)
Total ways = ![](data:image/png;base64,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)
Q-(4) Sol-(2)
Ist SP = ![](data:image/png;base64,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)
= 54400
IInd S P= ![](data:image/png;base64,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)
= 65280
Loss =80000–65230
=14720
Q-(5) Sol-(2)
The average speed of train
= ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAAAnCAYAAACYNs/UAAADHElEQVRoBe2Z0ZGFIAxFqcuCqMdqaMZishMwQhIQIvo+dtiZHY1AbjgEnoKD9TdFwE21Xo1hAZxMggXwE4DBg3Mu/W87HJMiqvmxwxb9b7Az5wfs24e6kPz7ICN6rqszEDt3KQTw2NHLlsJ2+9g3cE6CS36Cd7CdRGO9F3VRIWk7kG5ndBXAIwSWcVH0rSyMme1BJUDkh4NVgpW2fbBYi2MHv4eY4Ryg1JE286IMBVDVwE5zxVSFZSq1wqlQQqDneD2nj8/LA3OLOmygGtPNrHtqe1yKKj5HdcuuFPddgJjerKNFYxBwu3WdBx9S/smprDM9dZamdClr0gWA4GlQNUCTLgsiGfcAq6PNvWAA2MlbeLT+sAzDqZIHx9qRUV2EnRPgpwBRrLVe1SHyp9zqAnowlQgiV+IWDuz1RkFvFi7/WMVsZgOrIXOP3GpmYE573kBa1IleBsZAXTkgIlDMdlZ+v5gP67KAhSaWGXWZO4D6lwgGl9M+LiLcJi+WNfBcwK8fJJVxuFblzMAYrrqkR1eTLjXCawVg7N6gbunqvFcZWE/5MnPOltX1EQOkBbuiBmndS1Oq4pMg41Rj06rw9UiX2tcBEtgYV0uXXIirAijKl9khsAB2APWKF8AeoU75AtgB1CteAHuEOuULYAdQr5gBrL2xr2cMkeJ5X6qqrweSwAIoiRjtBdAITFZfACURo/0OwLijgdtG8js4fXs++ca09eP9b9xR/WmAcddEgUvyw7sro9E26qUY8uYsVfuF/hxA3FZie3gUOl7lfp60y7oT9x8dFo1GNAHwnDazh0QyUrYFLwulfcD+0WGRVGrZzwGe2ffKIVEZnQFg3jXXa2Cc1mxvL9WpHlKV+sb7xwB1gGmzlHaydflgB0YBsnr/AqAApLbsdSfTYKfnzU9GlkU5Peo753lrfvawKCvd3z3OwLcPia4wWWZdTzs3lcGZPCzqCF7FzwHS+QXNWZVxhkOiK5ybA6yyjrqvAJw8LFISjQcTANHjC4dEMrC3MjD6LZaHxlIg5a32JECr3P+rvwBOjukCuABOEphs/gdhqg3sXI0EUwAAAABJRU5ErkJggg==)
= 48 km/h.
Q-(6) Sol-(2)
Difference in saving= ![](data:image/png;base64,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)
Q-(7) Sol-(4)
According to table
25%=24000
100%=96000
Q-(8) Sol-(4)
% of expenditure= ![](data:image/png;base64,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)
Q-(9) Sol-(2)
% of saving= ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI4AAAAzCAYAAABBqTCjAAAFbUlEQVR4Ae1bgbHkIAi1ri0o9aSaNJNivBEFQVHXeHPf3OdmbnQFUZ8vQDTfeftnCDxAwD3oY10MAW/EMRI8QsCI8wg262TEMQ48QiAR5/KHc96l/8fVsXUd3n1Ofxcq9/np9l+VF8PZzx9GwHl/+/NzeOQKbrBOnkSwkjiBTA5tRB3Rf1X+wyDZ8DUCzl+nP4X7CERy3omdjx2v4/Bn8CyCOFFfqAuvtCqvJ20tP4+AmuNch0Kc6/CBHOCROHHu03/cR5KPt/E6rpe38bomxzYrt0JAIY7iIfzlj+RSKuKIMIRrY+FqVY4mrdwKgZo4wQNwj+K9DyFK5EBcvkqMUf+t4LLJIAIVca6jDjsnssYroUrbeAg/DkKbX5XjTK3cCgFBnBCGRJIL3ia/puPrOpagO8pRVuVbwWWTQQQyca7Df/jr1X167mmwQ5XjwOt88i5JSerUOdOcHEe2cicEInEgnJSeJec1fMJy05Mk9Ke8hyXG2HFVjnas3AYBB0Rgp8YYhrRznDBrlTjY3jl55uOU4ZDsdvo/Qyx6u0xqaeVn5oRzSIepjTXzudGelMceaArLlFuSPgM62ytyWOxbRhxsb5Q5VDUU3tvMNoa8IVuNSNobXrJ3Gs5MzVfDeNmjx03Nv304/tAeZm0dbPBMjhg9iDcszwSdyk4+bmHmutX/mDhx3TpQdd4Fb38E6EjexXQsvO/iri8QhXmC66LjDzI29AjtzRfEhAeGjVUct9B4g8rLiCOfVFpbeKJo06kVKipx2BNI2ryN11FBa0PZahlsk3vQjVXHJKUaEKLwNEmnS5x0I1CaG/1+GXHCcgryBNAbpAnaKnFEmEKIYniA/RvJscvfKAfzj0Nc/uisMV5UFy83nIiM9BKPtpcaLe2FxAlLSuT5AnQJVIJjRIyRvEAV7va0nATb+CayvtET4IbzHIcpheowTHH99ELglCMSmE8OU/lGID40kFQ35spHCPWXEgfQHDyFcalfEweeyi9Pu0sUF38jgcQ5GrM5DFNMF6vqRTUKkydGjmTdSLrWPFj38O0VMn7Pkk821xc9DnPdZJO38ToqaG0oWy57GzYKU43Bg9dEZpQq9+kPOuyVY2cSlZ3k7xd6nEQaXEfY0E78Vz3O8mk3Dh7Lp6GKWwk21H2eClPMYjPpvf158C84fwVxCtIgTh3ywKZqxApPJLXHGC82biTHsf9G2Z1/zkm+Hqpj7z4P+e0UpFD4/VXE4atQ9fVkXqcYQcihuN4AzC2CjiBNWutI/hgSSL5ZakAELi22wlT0EkT8QBSecrTsNb1XshdsaECU03p3cqysxpr+GQIvzHH+GTY2UAeBijjZPTfOFUTsz5Zzv2duf9Q/j2S1HRBgxMGcoEEYmG3SKWMoxGzsF3VEqFyV74CUzUEgkIiTCCF2W+jBD/vzmBqT39oCxInnEOgxGlDYn8c0gPmdzQ6//ficJ/sGpCRRvgyDXISHKhGGEEQWrlblaNLKrRBw8a8QHJy+xj9mwHf6TJ58GabcNq8SY9R/K7hsMohAIk4mCQhgM9PbUfHR+lceJx1IQcqkEWNGjjO1cisEdOKkTxfDxvfuYYAYQILiVJa38TounbfxuibHNiu3QoByHPFCpW1mmnblcZYvDGNo5OPXY2yFmU0Grxxgo9jH0+Bl+E4yqNRNDeGIEmaWGGO/VTnasXIbBOgAUISkBmnCrFXiYHu6aNO6R3LGi70n8m0Qs4kAAkQcw8MQmEHAiDODlukSAkYcgsIqMwgYcWbQMl1CwIhDUFhlBgEjzgxapksIGHEICqvMIGDEmUHLdAkBIw5BYZUZBIw4M2iZLiFgxCEorDKDgBFnBi3TJQT+ABBmzXGnGd5XAAAAAElFTkSuQmCC)
Q-(10) Sol-(2)
The saving of Naimish which is given to Deepak= ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALIAAAA5CAYAAACS/XFzAAAFxUlEQVR4Ae2bAZKrIAyGPVcP1PP0NL1MD+NOgEASY+NWQ7HmzbxRiYbw8wlButMc/0KBH1Bg+oE2RBNCgTlADgh+QoEA+Se6MRoRIAcDP6FAgPwT3RiNuDDIz/k+TfNU/t+fSxie92aftBuWjxxQYsf1etzexn1AEKdzcVGQAZb7jOxmMNo19GKC+PaYX6VL07U7zK/5cWtxILCs2ud9nmrsGXpmPx2CxwR8TZBfrwpolhGAuM0PpHYGoKb51gqA7HkiYB8jv/DyfJAYwJbjaLNBvmbg9ohLhDni5TVBlj3xesw3RkcBiIALoyMDW/pwumYzAcTJXjhgXSlzimVktwEygECArZ2VAJnmPBo+57t2T73Z60SMwCytwDojvQAlLg0y5qB5wddyU0QkpRNpMajY6k2OJ/IlC5BXxb40yKgKAs1TBxgNAeA84rUFFj7lf3zead6eVqBkoVfqLzMHy4z8QxuuhgA5dUmewinIkJvKa/fFHsEDXq4FnAlaAbdWRvxc5TRALj0N4DZwtLwTyjqlGM87e4lgQfdI3wpFzpzWejf/rykneBsCZOgkmYviZy+6wOv1mSvlwWQjRuboLA7thTsBdQ4hKiBjTpjFbKNUqx1zSlgkfcPeIvnwTMJCga0u8+iHO3890gqqa60XQBYi0/uEqUZ/7InFhGUvG0xlF1W2B2Ld2yYBMgTUps/svF0ncRIEWJYbwMT0th/bQ+HNVAAXvflGBK71uWXfsEtqMWPGKD+/bdzxao0oK+k6oi1zOL4jtte+oUVxy7EKWLuNlt3cJbWY2NYcMSKLhyB3pNRqK2RaRs/RFS2j55/Y8Zn0SQxnhVqo5LrE1uWUz2i1Smh3fdlr6WlP2G6j0gpuz6DS1AxG9fpFyGJC8a8VTZCLqf808dkUgE+R9MLbjlWmo4BGi5fd3+ti1LiOar8ygjLXij3Birm+2CW1mGG+1y9UijEPygsOMvJZlXrbF+0o0AwDMQY4ZlxppMQFl3aksy82RR4trdfsiQ34gEB4At8WM7L+lWsVZLwXga7TgFZpeduSBt52DIwdxRvObN+8GDWufZosdhuFO90OozQADC+4gNliRvhfu1xPLdITeZqoICdo3+wsedsXrdg28rFPWdpItKNsEVIqGDUuPdqtpTCwvRu01+wwE1SG5G+9LWY2Bvd2RAYfEEQLfpn/pFG7LmS87bRVBRYsAkFqHFj4jeOocYlvudrL2zp6KdzqbmO5ddUOelCG4H6qkcXMMhSt5D3IGhwwFVRglCC97akVVAjSLC1eYvY/HTWunS1P07+x27h4MTAXzqA2ZkpeXBmS1wpTG8LnIMuAaWXEGebOMGVrL7G3nYQSp84K0L5kKVrpeMuewyswI+wKV9SPxpTVTA6ydXfYQ4FBFQiQB+2YCOt/ClwIZCVXI1pZU5tlJ67+eTpqXP9sxpdvvwjIeQGRcjwlP+Mf5ZXFRlo74OJFsX/ciaPG9XGDvvbgRUDO+qZRdQFyHhHZAoN9ebHs+/tu1Lj2t6yfhwDZ+iBv2Q/oKxVkq17LfkBcZ3IRILO0AbuOpA+WHR/ZcVRBtuq17DviOeOjAbIFhGU/oNcD5P0iBsgaqGnaLps9ln1/H+Q/85G5u1WvZT8grjO5CJCtXNOyH9Db6ohs1WvZD4jrTC4C5PKnOPSrBQdr+dWC2/d3t+7Pqtey74/rTB4uBXL6YbmcwqG3YJqu5WShhz1p2fG+D4+jxvVhc77y2EVAJhsP6Ycr4jfVG/4cPY2a5UcvdPTe12ujxrWvVd94+iIgf0PaqLOnAgFyT7WjLjcFAmQ3acNxTwUC5J5qR11uCgTIbtKG454KBMg91Y663BQIkN2kDcc9FQiQe6oddbkpECC7SRuOeyoQIPdUO+pyUyBAdpM2HPdUIEDuqXbU5aZAgOwmbTjuqUCA3FPtqMtNgQDZTdpw3FOBALmn2lGXmwIBspu04binAn9JjUC03hF5zwAAAABJRU5ErkJggg==)
% change of saving= ![](data:image/png;base64,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)
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