{"id":41226,"date":"2020-03-26T18:37:23","date_gmt":"2020-03-26T13:07:23","guid":{"rendered":"https:\/\/cracku.in\/blog\/?p=41226"},"modified":"2020-03-26T18:37:23","modified_gmt":"2020-03-26T13:07:23","slug":"seating-arrangement-questions-for-sbi-po-2020-pdf","status":"publish","type":"post","link":"https:\/\/cracku.in\/blog\/seating-arrangement-questions-for-sbi-po-2020-pdf\/","title":{"rendered":"Seating Arrangement Questions for SBI PO  2020 PDF"},"content":{"rendered":"<h1><span style=\"text-decoration: underline;\"><strong>Seating Arrangement Questions for SBI PO 2020 PDF<\/strong><\/span><\/h1>\n<p>Download SBI PO Seating Arrangement Questions &amp; Answers PDF for SBI PO Prelims and Mains exam. Top-15 Very Important SBI PO Questions with solutions for Banking Exams.<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/downloads\/8989\" target=\"_blank\" class=\"btn btn-danger  download\">Download Seating Arrangement Questions for SBI PO 2020 PDF<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/pay\/7H5pc\" target=\"_blank\" class=\"btn btn-info \">105 SBI PO mocks for Rs. 199. Enroll here<\/a><\/p>\n<div role=\"group\" aria-label=\"Message actions\">\n<div role=\"group\" aria-label=\"Message actions\">\n<div role=\"group\" aria-label=\"Message actions\">\n<div class=\"c-message__content c-message__content--feature_sonic_inputs\" data-qa=\"message_content\">\n<div class=\"c-message__message_blocks c-message__message_blocks--rich_text\">\n<div class=\"p-block_kit_renderer p-block_kit_renderer--absorb_margin\" data-qa=\"block-kit-renderer\">\n<div class=\"p-block_kit_renderer__block_wrapper p-block_kit_renderer__block_wrapper--first\">\n<div class=\"p-rich_text_block\" dir=\"auto\">\n<div class=\"c-message__content c-message__content--feature_sonic_inputs\" data-qa=\"message_content\">\n<div class=\"c-message__message_blocks c-message__message_blocks--rich_text\">\n<div class=\"p-block_kit_renderer p-block_kit_renderer--absorb_margin\" data-qa=\"block-kit-renderer\">\n<div class=\"c-message__content c-message__content--feature_sonic_inputs\" data-qa=\"message_content\">\n<div class=\"c-message__message_blocks c-message__message_blocks--rich_text\">\n<div class=\"p-block_kit_renderer p-block_kit_renderer--absorb_margin\" data-qa=\"block-kit-renderer\">\n<div class=\"p-block_kit_renderer__block_wrapper p-block_kit_renderer__block_wrapper--first\">\n<div class=\"c-message__content c-message__content--feature_sonic_inputs\" data-qa=\"message_content\">\n<div class=\"c-message__message_blocks c-message__message_blocks--rich_text\">\n<div class=\"p-block_kit_renderer p-block_kit_renderer--absorb_margin\" data-qa=\"block-kit-renderer\">\n<div class=\"p-block_kit_renderer__block_wrapper p-block_kit_renderer__block_wrapper--first\">\n<div class=\"c-message__content c-message__content--feature_sonic_inputs\" data-qa=\"message_content\">\n<div class=\"c-message__message_blocks c-message__message_blocks--rich_text\">\n<div class=\"p-block_kit_renderer p-block_kit_renderer--absorb_margin\" data-qa=\"block-kit-renderer\">\n<div class=\"p-block_kit_renderer__block_wrapper p-block_kit_renderer__block_wrapper--first\">\n<div class=\"p-rich_text_block\" dir=\"auto\">\n<p>Download <a href=\"https:\/\/cracku.in\/sbi-po-previous-papers\" target=\"_blank\" rel=\"noopener noreferrer\">SBI PO Previous Papers PDF<\/a><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information to answer the given question:<br \/>\nTwelve people are sitting in two parallel rows containing six people each such that they are equidistant from each other. In row 1: P, Q, R, S, T and V are seated and all of them are facing South. In row 2: A, B, C, D, E and F are seated and all of them are facing North. Therefore in the given seating arrangement, each member is seated in a row faces another member of the other row.<\/p>\n<ul>\n<li>S sits third to the right of Q.<\/li>\n<li>Either S or Q sits at an extreme end of the line.<\/li>\n<li>The one who faces Q sits second to the right of E.<\/li>\n<li>Two people sit\u00a0between B and F.<\/li>\n<li>Neither B nor F sits at an extreme end of the line.<\/li>\n<li>The immediate neighbour of B faces the person who sits third to the left of P.<\/li>\n<li>R and T are immediate neighbours<\/li>\n<li>C sits second to the left of A<\/li>\n<li>T does not face the immediate neighbour of D.<\/li>\n<\/ul>\n<p><b>Question 1:\u00a0<\/b>Who amongst the following sit at the extreme ends of the rows ?<\/p>\n<p>a)\u00a0S, D<\/p>\n<p>b)\u00a0Q, A<\/p>\n<p>c)\u00a0V, C<\/p>\n<p>d)\u00a0P, D<\/p>\n<p>e)\u00a0Q, F<\/p>\n<p><b>Question 2:\u00a0<\/b>Who amongst the following faces S ?<\/p>\n<p>a)\u00a0A<\/p>\n<p>b)\u00a0B<\/p>\n<p>c)\u00a0C<\/p>\n<p>d)\u00a0D<\/p>\n<p>e)\u00a0F<\/p>\n<p><b>Question 3:\u00a0<\/b>How many persons are seated between V and R ?<\/p>\n<p>a)\u00a0One<\/p>\n<p>b)\u00a0Two<\/p>\n<p>c)\u00a0Three<\/p>\n<p>d)\u00a0Four<\/p>\n<p>e)\u00a0None of these<\/p>\n<p><b>Question 4:\u00a0<\/b>P is related to A in the same way as S is related to B based on the given arrangement. Which of the following is T related to, following the same pattern ?<\/p>\n<p>a)\u00a0C<\/p>\n<p>b)\u00a0D<\/p>\n<p>c)\u00a0E<\/p>\n<p>d)\u00a0F<\/p>\n<p>e)\u00a0Cannot be determined<\/p>\n<p><b>Question 5:\u00a0<\/b>Which of the following is true regarding T ?<\/p>\n<p>a)\u00a0F faces T<\/p>\n<p>b)\u00a0V is an immediate neighbour of T<\/p>\n<p>c)\u00a0F faces the one who is second to the right of T<\/p>\n<p>d)\u00a0T sits at one of the extreme ends of the line<\/p>\n<p>e)\u00a0R sits second to the right of T.<\/p>\n<p><a href=\"https:\/\/cracku.in\/sbi-po-online-mock-tests\" target=\"_blank\" rel=\"noopener noreferrer\">SBI PO Free Mock Tests<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/sbi-po-previous-papers\" target=\"_blank\" class=\"btn btn-danger \">Download SBI PO Previous Papers PDF<\/a><\/p>\n<p><b>Instructions<\/b>Directions : Study the following information carefully to answer these questions: Eight persons from different banks viz. UCO Bank, Syndicate Bank, Canara Bank, PNB, Dena Bank, Oriental Bank of Commerce, Indian Bank and Bank of Maharashtra are sitting in two parallel rows containing four people each, in such a way that there is an equal distance between adjacent persons. In row-1 A, B, C and D are seated and all of them are facing South. In row-2 P, Q, R and S are seated and all of them are facing North. Therefore in the given seating arrangement each member seated in a row faces another member of the other row. (All the information given above does not necessarily represent the order of seating as in the final arrangement.)<br \/>\n\u2605 C sits second to right of the person from bank of Maharashtra. R is an immediate neighbour of the person who faces the person from bank of Maharashtra.<br \/>\n\u2605 Only one person sits between R and the person for PNB. Immediate neighbour of the person from PNB faces the person from Canara Bank.<br \/>\n\u2605 The person from UCO Bank faces the person from Oriental Bank of Commerce. R is not from Oriental Bank of Commerce. P is not from PNB. P does not face the person from Bank of Maharashtra.<br \/>\n\u2605 Q faces the person from Dena Bank. The one who faces S sits to the immediate left of A.<br \/>\n\u2605 B does not sit at any of the extreme ends of the line. The person from Bank of Maharashtra does not face the person from Syndicate Bank.<\/p>\n<p><b>Question 6:\u00a0<\/b>Which of the following is true regarding A?<\/p>\n<p>a)\u00a0The person from UCO Bank faces A.<\/p>\n<p>b)\u00a0The person from Bank of Maharashtra is an immediate neighbour of A.<\/p>\n<p>c)\u00a0A faces the person who sits second to right of R.<\/p>\n<p>d)\u00a0A is from Oriental Bank of Commerce.<\/p>\n<p>e)\u00a0A sits at one of the extreme ends of the line.<\/p>\n<p><b>Question 7:\u00a0<\/b>Who is seated between R and the person from PNB?<\/p>\n<p>a)\u00a0The person from Oriental Bank of Commerce<\/p>\n<p>b)\u00a0P<\/p>\n<p>c)\u00a0Q<\/p>\n<p>d)\u00a0The person from Syndicate Bank<\/p>\n<p>e)\u00a0S<\/p>\n<p><b>Question 8:\u00a0<\/b>Who amongst the following sits at extreme ends of the rows?<\/p>\n<p>a)\u00a0D and the person from PNB.<\/p>\n<p>b)\u00a0The person from Indian Bank and UCO Bank.<\/p>\n<p>c)\u00a0The person from Dena Bank and P.<\/p>\n<p>d)\u00a0The person from Syndicate Bank and D.<\/p>\n<p>e)\u00a0C, Q<\/p>\n<p><b>Question 9:\u00a0<\/b>Who amongst the following faces the person from Bank of Maharashtra?<\/p>\n<p>a)\u00a0The person from Indian Bank.<\/p>\n<p>b)\u00a0P<\/p>\n<p>c)\u00a0R<\/p>\n<p>d)\u00a0The person from Syndicate Bank.<\/p>\n<p>e)\u00a0The person from Canara Bank.<\/p>\n<p><b>Question 10:\u00a0<\/b>P is related to Dena Bank in the same way as B is related to PNB based on the given arrangement. To who amongst the following is D related to following the same pattern?<\/p>\n<p>a)\u00a0Syndicate Bank<\/p>\n<p>b)\u00a0Canara Bank<\/p>\n<p>c)\u00a0Bank of Maharashtra<\/p>\n<p>d)\u00a0Indian Bank<\/p>\n<p>e)\u00a0Oriental Bank of Commerce<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>Study the following information carefully and answer the given question.<br \/>\nEight colleagues A,B,C,D,E,F,G and H, are sitting around a circular table facing the center but not necessarily in the same order.Each one of them holds a different post&#8212; Manager, Company Secretary, Chairman, President, Vice President, Group Leader, Financial Advisor and Managing Director.<br \/>\nA sits third to the right of the Managing Director. Only two people sit between the Managing Director and H.The Vice President and the company Secretary are immediate neighbours. Neither A nor H is a Vice President or a company Secretary.The Vice President is not an immediate neighbours of the Managing Director.The manager sits second to the left of E.E is not an immediate neighbour of H.The manager is an immediate neighbour of both the Group Leaders and the Financial Advisor. The Financial Advisor sits third to the right of B.B is not the Vice President.C sits on the immediate right of the Chairman. A is not the chairman . F is not an immediate neighbour of A G is not an immediate neighbour of the Manager.<\/p>\n<p><b>Question 11:\u00a0<\/b>Who amongst the following sits third to the right of E ?<\/p>\n<p>a)\u00a0Manager<\/p>\n<p>b)\u00a0G<\/p>\n<p>c)\u00a0A<\/p>\n<p>d)\u00a0Financial Advisor<\/p>\n<p>e)\u00a0B<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/sbi-po-mock-test\" target=\"_blank\" class=\"btn btn-alone \">SBI PO free mock test<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/pay\/7H5pc\" target=\"_blank\" class=\"btn btn-info \">105 SBI PO mocks for Rs. 199. Enroll here<\/a><\/p>\n<p><b>Question 12:\u00a0<\/b>Four of the following five are alike in a certain way based on the given arrangement and thus form a group.Which is the one that does not belong to that group ?<\/p>\n<p>a)\u00a0F-Chairman<\/p>\n<p>b)\u00a0G-President<\/p>\n<p>c)\u00a0D-Manager<\/p>\n<p>d)\u00a0A-Financial Advisor<\/p>\n<p>e)\u00a0B-Managing Director<\/p>\n<p><b>Question 13:\u00a0<\/b>Who among the following is the President of the company ?<\/p>\n<p>a)\u00a0A<\/p>\n<p>b)\u00a0C<\/p>\n<p>c)\u00a0H<\/p>\n<p>d)\u00a0G<\/p>\n<p>e)\u00a0D<\/p>\n<p><b>Question 14:\u00a0<\/b>Which of the following is true respect to the given seating arrangement ?<\/p>\n<p>a)\u00a0The Group Leader of the company is an immediate neighbour of the Vice-President<\/p>\n<p>b)\u00a0G sits second to the right of D<\/p>\n<p>c)\u00a0The Group Leader and the company secretary are immediate neighbour<\/p>\n<p>d)\u00a0The Chairman of the company sits to the immediate left of the Managing Director<\/p>\n<p>e)\u00a0The Group Leader sits second to the left of D<\/p>\n<p><b>Question 15:\u00a0<\/b>Which of the following posts does B hold in the company ?<\/p>\n<p>a)\u00a0Chairman<\/p>\n<p>b)\u00a0Manager<\/p>\n<p>c)\u00a0Company Secretary<\/p>\n<p>d)\u00a0Vice President<\/p>\n<p>e)\u00a0Financial Advisor<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/sbi-po-mock-test\" target=\"_blank\" class=\"btn btn-info \">SBI PO free mock test<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/banking-study-material\" target=\"_blank\" class=\"btn btn-primary \">15000 Free Banking Solved Questions<\/a><\/p>\n<p><span style=\"text-decoration: underline;\"><strong>Answers &amp; Solutions:<\/strong><\/span><\/p>\n<p><strong>1)\u00a0Answer\u00a0(D)<\/strong><\/p>\n<p>From the first three conditions, two solns are possible<\/p>\n<p>S _ _ Q _ _<\/p>\n<p>_ E _ _ _ _<\/p>\n<p>or<\/p>\n<p>_ _ S _ _ Q<\/p>\n<p>_ _ _ E _ _<\/p>\n<p>As B and F have two people between them and neither are at the extremes, they must by in the second and fifth place. Hence, we can rule out configuration 1.<\/p>\n<p>From the 6th condition, B should be fifth from left and F second.<\/p>\n<p>Thus, we get<\/p>\n<p>P _ S _ _ Q<\/p>\n<p>_ F _ E B _<\/p>\n<p>As C is second to the left of A, C must be first from left and A third. Hence, D is last from left. Thus, we can place all the people as follows<\/p>\n<p>$\\downarrow$ P V S T R Q<\/p>\n<p>$\\uparrow$ C F A E B D<\/p>\n<p>Hence, P and D are at extreme ends.<\/p>\n<p><strong>2)\u00a0Answer\u00a0(A)<\/strong><\/p>\n<p style=\"line-height: 22.4px;\">From the first three conditions, two solns are possible<\/p>\n<p style=\"line-height: 22.4px;\">S _ _ Q _ _<\/p>\n<p style=\"line-height: 22.4px;\">_ E _ _ _ _<\/p>\n<p style=\"line-height: 22.4px;\">or<\/p>\n<p style=\"line-height: 22.4px;\">_ _ S _ _ Q<\/p>\n<p style=\"line-height: 22.4px;\">_ _ _ E _ _<\/p>\n<p style=\"line-height: 22.4px;\">As B and F have two people between them and neither are at the extremes, they must by in the second and fifth place. Hence, we can rule out configuration 1.<\/p>\n<p style=\"line-height: 22.4px;\">From the 6th condition, B should be fifth from left and F second.<\/p>\n<p style=\"line-height: 22.4px;\">Thus, we get<\/p>\n<p style=\"line-height: 22.4px;\">P _ S _ _ Q<\/p>\n<p style=\"line-height: 22.4px;\">_ F _ E B _<\/p>\n<p style=\"line-height: 22.4px;\">As C is second to the left of A, C must be first from left and A third. Hence, D is last from left. Thus, we can place all the people as follows<\/p>\n<p style=\"line-height: 22.4px;\">$\\downarrow$ P V S T R Q<\/p>\n<p style=\"line-height: 22.4px;\">$\\uparrow$ C F A E B D<\/p>\n<p>Hence, it is evident that S faces A. Option A is correct.<\/p>\n<p><strong>3)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p style=\"line-height: 22.4px;\">From the first three conditions, two solns are possible<\/p>\n<p style=\"line-height: 22.4px;\">S _ _ Q _ _<\/p>\n<p style=\"line-height: 22.4px;\">_ E _ _ _ _<\/p>\n<p style=\"line-height: 22.4px;\">or<\/p>\n<p style=\"line-height: 22.4px;\">_ _ S _ _ Q<\/p>\n<p style=\"line-height: 22.4px;\">_ _ _ E _ _<\/p>\n<p style=\"line-height: 22.4px;\">As B and F have two people between them and neither are at the extremes, they must by in the second and fifth place. Hence, we can rule out configuration 1.<\/p>\n<p style=\"line-height: 22.4px;\">From the 6th condition, B should be fifth from left and F second.<\/p>\n<p style=\"line-height: 22.4px;\">Thus, we get<\/p>\n<p style=\"line-height: 22.4px;\">P _ S _ _ Q<\/p>\n<p style=\"line-height: 22.4px;\">_ F _ E B _<\/p>\n<p style=\"line-height: 22.4px;\">As C is second to the left of A, C must be first from left and A third. Hence, D is last from left. Thus, we can place all the people as follows<\/p>\n<p style=\"line-height: 22.4px;\">$\\downarrow$ P V S T R Q<\/p>\n<p style=\"line-height: 22.4px;\">$\\uparrow$ C F A E B D<\/p>\n<p>Two persons are seated between V and R.<\/p>\n<p>Option B is correct option.<\/p>\n<p><strong>4)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p style=\"line-height: 22.4px;\">From the first three conditions, two solns are possible<\/p>\n<p style=\"line-height: 22.4px;\">S _ _ Q _ _<\/p>\n<p style=\"line-height: 22.4px;\">_ E _ _ _ _<\/p>\n<p style=\"line-height: 22.4px;\">or<\/p>\n<p style=\"line-height: 22.4px;\">_ _ S _ _ Q<\/p>\n<p style=\"line-height: 22.4px;\">_ _ _ E _ _<\/p>\n<p style=\"line-height: 22.4px;\">As B and F have two people between them and neither are at the extremes, they must by in the second and fifth place. Hence, we can rule out configuration 1.<\/p>\n<p style=\"line-height: 22.4px;\">From the 6th condition, B should be fifth from left and F second.<\/p>\n<p style=\"line-height: 22.4px;\">Thus, we get<\/p>\n<p style=\"line-height: 22.4px;\">P _ S _ _ Q<\/p>\n<p style=\"line-height: 22.4px;\">_ F _ E B _<\/p>\n<p style=\"line-height: 22.4px;\">As C is second to the left of A, C must be first from left and A third. Hence, D is last from left. Thus, we can place all the people as follows<\/p>\n<p style=\"line-height: 22.4px;\">$\\downarrow$ P V S T R Q<\/p>\n<p style=\"line-height: 22.4px;\">$\\uparrow$ C F A E B D<\/p>\n<p>In the given arrangement, A is two places right of C which faces P.<\/p>\n<p>B is two places to the right of A which faces S.<\/p>\n<p>D is two places to the right of E which faces T.<\/p>\n<p>Hence, the option correct option is B.<\/p>\n<p><strong>5)\u00a0Answer\u00a0(C)<\/strong><\/p>\n<p style=\"line-height: 22.4px;\">From the first three conditions, two solns are possible<\/p>\n<p style=\"line-height: 22.4px;\">S _ _ Q _ _<\/p>\n<p style=\"line-height: 22.4px;\">_ E _ _ _ _<\/p>\n<p style=\"line-height: 22.4px;\">or<\/p>\n<p style=\"line-height: 22.4px;\">_ _ S _ _ Q<\/p>\n<p style=\"line-height: 22.4px;\">_ _ _ E _ _<\/p>\n<p style=\"line-height: 22.4px;\">As B and F have two people between them and neither are at the extremes, they must by in the second and fifth place. Hence, we can rule out configuration 1.<\/p>\n<p style=\"line-height: 22.4px;\">From the 6th condition, B should be fifth from left and F second.<\/p>\n<p style=\"line-height: 22.4px;\">Thus, we get<\/p>\n<p style=\"line-height: 22.4px;\">P _ S _ _ Q<\/p>\n<p style=\"line-height: 22.4px;\">_ F _ E B _<\/p>\n<p style=\"line-height: 22.4px;\">As C is second to the left of A, C must be first from left and A third. Hence, D is last from left. Thus, we can place all the people as follows<\/p>\n<p style=\"line-height: 22.4px;\">$\\downarrow$ P V S T R Q<\/p>\n<p style=\"line-height: 22.4px;\">$\\uparrow$ C F A E B D<\/p>\n<p>F faces V who is second to the right of T.<\/p>\n<p>Hence, option C is correct.<\/p>\n<p><strong>6)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/2015\/09\/11\/bank-reasoning-9247.png\" alt=\"\" \/><\/p>\n<p>According to arrangement above, the person from bank of Maharashtra is an immediate neighbour to A.<\/p>\n<p><strong>7)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/2015\/09\/11\/bank-reasoning-9247_aK4kyDT.png\" alt=\"\" \/><\/p>\n<p>S is sitting between R and person from PNB<\/p>\n<p><strong>8)\u00a0Answer\u00a0(D)<\/strong><\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/2015\/09\/11\/bank-reasoning-9247_gzgPPek.png\" alt=\"\" \/><\/p>\n<p>D and Person from syndicate bank are at the extremes of rows<\/p>\n<p><strong>9)\u00a0Answer\u00a0(A)<\/strong><\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/2015\/09\/11\/bank-reasoning-9247_VEpLst4.png\" alt=\"\" \/><\/p>\n<p>Person from the Indian bank faces the person from Bank of Maharashtra.<\/p>\n<p><strong>10)\u00a0Answer\u00a0(D)<\/strong><\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/2015\/09\/11\/bank-reasoning-9247_N2Surv9.png\" alt=\"\" \/><\/p>\n<p>P is facing the person immediate right to the person Dena bank similarly person from PNB bank faces a person who is immediate right to the person from Bank of Maharashtra. Hence for D, person from Indian bank faces the person who is immediate\u00a0right to D.<\/p>\n<p><strong>11)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p>The Data given is:<br \/>\nA sits third to the right of the Managing Director. Only two people sit between the Managing Director and H.The Vice President and the company Secretary are immediate neighbours. Neither A nor H is a Vice President or a company Secretary.The Vice President is not an immediate neighbours of the Managing Director.The manager sits second to the left of E.E is not an immediate neighbour of H.The manager is an immediate neighbour of both the Group Leaders and the Financial Advisor. The Financial Advisor sits third to the right of B.B is not the Vice President.C sits on the immediate right of the Chairman. A is not the chairman . F is not an immediate neighbour of A G is not an immediate neighbour of the Manager.<\/p>\n<p>In a graphical way, this can be intrepreted as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>Hence, G sits to third to the right of E.<\/p>\n<p>Hence, the correct option is B.<\/p>\n<p><strong>12)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p>The Data given is:<br \/>\nA sits third to the right of the Managing Director. Only two people sit between the Managing Director and H.The Vice President and the company Secretary are immediate neighbours. Neither A nor H is a Vice President or a company Secretary.The Vice President is not an immediate neighbours of the Managing Director.The manager sits second to the left of E.E is not an immediate neighbour of H.The manager is an immediate neighbour of both the Group Leaders and the Financial Advisor. The Financial Advisor sits third to the right of B.B is not the Vice President.C sits on the immediate right of the Chairman. A is not the chairman . F is not an immediate neighbour of A G is not an immediate neighbour of the Manager.<\/p>\n<p>In a graphical way, this can be intrepreted as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>Here the relation is person&#8217;s name and designation of the person who sits immediately besides that person to the right.<br \/>\nHence, the correct answer is E<\/p>\n<p><strong>13)\u00a0Answer\u00a0(A)<\/strong><\/p>\n<p>The Data given is:<br \/>\nA sits third to the right of the Managing Director. Only two people sit between the Managing Director and H.The Vice President and the company Secretary are immediate neighbours. Neither A nor H is a Vice President or a company Secretary.The Vice President is not an immediate neighbours of the Managing Director.The manager sits second to the left of E.E is not an immediate neighbour of H.The manager is an immediate neighbour of both the Group Leaders and the Financial Advisor. The Financial Advisor sits third to the right of B.B is not the Vice President.C sits on the immediate right of the Chairman. A is not the chairman . F is not an immediate neighbour of A G is not an immediate neighbour of the Manager.<\/p>\n<p>In a graphical way, this can be intrepreted as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>From our intrepretation of data, we can say that A is the President of the company.<\/p>\n<p><strong>14)\u00a0Answer\u00a0(D)<\/strong><\/p>\n<p>The Data given is:<br \/>\nA sits third to the right of the Managing Director. Only two people sit between the Managing Director and H.The Vice President and the company Secretary are immediate neighbours. Neither A nor H is a Vice President or a company Secretary.The Vice President is not an immediate neighbours of the Managing Director.The manager sits second to the left of E.E is not an immediate neighbour of H.The manager is an immediate neighbour of both the Group Leaders and the Financial Advisor. The Financial Advisor sits third to the right of B.B is not the Vice President.C sits on the immediate right of the Chairman. A is not the chairman . F is not an immediate neighbour of A G is not an immediate neighbour of the Manager.<\/p>\n<p>In a graphical way, this can be intrepreted as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>Only statement corresponding to the option D is correct. The Chairman of the company sits to the immediate left of the Managing Director<\/p>\n<p>Option D is correct answer.<\/p>\n<p><strong>15)\u00a0Answer\u00a0(C)<\/strong><\/p>\n<p>he Data given is:<br \/>\nA sits third to the right of the Managing Director. Only two people sit between the Managing Director and H.The Vice President and the company Secretary are immediate neighbours. Neither A nor H is a Vice President or a company Secretary.The Vice President is not an immediate neighbours of the Managing Director.The manager sits second to the left of E.E is not an immediate neighbour of H.The manager is an immediate neighbour of both the Group Leaders and the Financial Advisor. The Financial Advisor sits third to the right of B.B is not the Vice President.C sits on the immediate right of the Chairman. A is not the chairman . F is not an immediate neighbour of A G is not an immediate neighbour of the Manager.<\/p>\n<p>In a graphical way, this can be intrepreted as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>B holds the post of company secretary.<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/pay\/7H5pc\" target=\"_blank\" class=\"btn btn-info \">105 SBI PO mocks for Rs. 199. Enroll here<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/play.google.com\/store\/apps\/details?id=in.cracku.app&amp;hl=en_IN\" target=\"_blank\" class=\"btn btn-danger \">Download SBI Free Preparation App<\/a><\/p>\n<p>We hope this Seating Arrangement Questions &amp; Answers\u00a0 PDF for SBI PO Exams preparation is so helpful to you.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Seating Arrangement Questions for SBI PO 2020 PDF Download SBI PO Seating Arrangement Questions &amp; Answers PDF for SBI PO Prelims and Mains exam. Top-15 Very Important SBI PO Questions with solutions for Banking Exams. Download SBI PO Previous Papers PDF Instructions Study the following information to answer the given question: Twelve people are sitting [&hellip;]<\/p>\n","protected":false},"author":49,"featured_media":41230,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"_mi_skip_tracking":false,"footnotes":""},"categories":[169,125,231,3525],"tags":[47,3511],"class_list":{"0":"post-41226","1":"post","2":"type-post","3":"status-publish","4":"format-standard","5":"has-post-thumbnail","7":"category-downloads","8":"category-featured","9":"category-sbipo","10":"category-sbi-clerk","11":"tag-sbi-po","12":"tag-seating-arrangement-questions"},"better_featured_image":{"id":41230,"alt_text":"Seating Arrangement Questions for SBI PO 2020 PDF","caption":"Seating Arrangement Questions for SBI PO  2020 PDF","description":"Seating Arrangement Questions for SBI PO  2020 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