{"id":40123,"date":"2020-01-24T17:01:07","date_gmt":"2020-01-24T11:31:07","guid":{"rendered":"https:\/\/cracku.in\/blog\/?p=40123"},"modified":"2020-01-24T17:01:07","modified_gmt":"2020-01-24T11:31:07","slug":"syllogism-solved-questions-and-answers-for-sbi-clerk-set-3","status":"publish","type":"post","link":"https:\/\/cracku.in\/blog\/syllogism-solved-questions-and-answers-for-sbi-clerk-set-3\/","title":{"rendered":"Syllogism Solved Questions and Answers for SBI Clerk Set-3"},"content":{"rendered":"<h2><span style=\"text-decoration: underline;\"><strong>Syllogism Solved Questions and Answers for SBI Clerk Set-3<\/strong><\/span><\/h2>\n<p>Download SBI Clerk Syllogism Questions &amp; Answers Set-3 PDF for SBI Clerk Prelims and Mains exam. Very Important SBI Clerk Syllogism Questions with solutions.<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/downloads\/8258\" target=\"_blank\" class=\"btn btn-danger  download\">Download Syllogism Solved Questions and Answers Set-3<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/pay\/7f6ir\" target=\"_blank\" class=\"btn btn-info \">105 SBI Clerk 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-clerk-previous-papers\" target=\"_blank\" rel=\"noopener\">SBI Clerk Previous Papers PDF<\/a><\/p>\n<p><a href=\"https:\/\/cracku.in\/sbi-clerk-mock-test\" target=\"_blank\" rel=\"noopener\">SBI Clerk Free Mock Tests<\/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>In each of the question below are given three statements followed by two conclusion numbered I and II. You have to take the given statements to be true even if they seem to at variance from commonly known facts and then decide which of given conclusion logically follows from the statements disregarding commonly known facts Give answers&#8211;<br \/>\nA If only conclusion I follows<br \/>\nB If only conclusion II follows<br \/>\nC If either conclusion I or conclusion II follows<br \/>\nD If neither conclusion I nor conclusion II follows<br \/>\nE If both conclusion I and II follows<\/p>\n<p><b>Question 1:\u00a0<\/b>statements:<br \/>\nAll towns are cities.<br \/>\nAll cities are urban.<br \/>\nSome urban are rural.<br \/>\nConclusion:I. Some towns are rural.<br \/>\nII. All rural are towns.<\/p>\n<p>a)\u00a0If only conclusion I follows<\/p>\n<p>b)\u00a0If only conclusion II follows<\/p>\n<p>c)\u00a0If either conclusion I or conclusion II follows<\/p>\n<p>d)\u00a0If neither conclusion I nor conclusion II follows<\/p>\n<p>e)\u00a0If both conclusion I and II follows<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each of the question below are given three statement followed by two conclusions numbered I and II. You have to take the given statements to<\/p>\n<p>be true even if they seem to be at variance from commonly known facts and then decide which of the given conclusions logically follows from the statements<\/p>\n<p>disregarding commonly known facts.<\/p>\n<p><b>Question 2:\u00a0<\/b>Statements:All colleges are buildings.All buildings are concreteSome concrete are strongConclusions :I. Some colleges are strong.II. At least some strong are concrete.<\/p>\n<p>a)\u00a0If only conclusion I follows.<\/p>\n<p>b)\u00a0If only conclusion II follows.<\/p>\n<p>c)\u00a0If either conclusion I or conclusion II follows<\/p>\n<p>d)\u00a0If neither conclusion I nor conclusion II follows<\/p>\n<p>e)\u00a0If both conclusion I and II follow.<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each of the following question below are given three statements followed by three conclusion numbered I, II, III. You have to take the given statements to be true even if they seem to be at variance from commonly known facts. Read all the conclusions and then decide which of the given conclusion logically follows from the given statements disregarding commonly known facts<\/p>\n<p><b>Question 3:\u00a0<\/b>Statements:<br \/>\nSome towers are windows.<br \/>\nAll windows are houses.<br \/>\nSome houses are temples.<br \/>\nConclusions:<br \/>\nI: Some towers are temples.<br \/>\nII: some houses are towers.<br \/>\nIII: Some temples are windows.<\/p>\n<p>a)\u00a0Only I follows<\/p>\n<p>b)\u00a0Only II follows<\/p>\n<p>c)\u00a0Only III follows<\/p>\n<p>d)\u00a0Only I and II follows<\/p>\n<p>e)\u00a0None of these<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each question below are given two\/three statements followed by two conclusion numbered I and II.You have to take the given statements to be true even if they seem to be at variance with commonly known fact.Read all the conclusions and then decide which of the given conclusion logically follows from the given statement disregarding commonly know facts.Give answer.<\/p>\n<p><b>Question 4:\u00a0<\/b>Statements: All rings are circles.<br \/>\nAll square are are rings.<br \/>\nNo ellipse is a circle.<br \/>\nConclusions:I. Some rings being ellipses is a possibility.<br \/>\nII. At least some circles are squares.<\/p>\n<p>a)\u00a0if only conclusion I follows.<\/p>\n<p>b)\u00a0if only conclusion II follows.<\/p>\n<p>c)\u00a0if either conclusion I or conclusion II follows.<\/p>\n<p>d)\u00a0if neither conclusion I nor conclusion II follows.<\/p>\n<p>e)\u00a0if both conclusion I and conclusion II follows.<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each question below are two statements followed by two conclusions numbered I and II. You have to take the two given statements to be true even if they seem to be at variance from commonly known facts and then decide which of the given conclusions logically follows from the given statements disregarding commonly known facts.<br \/>\nGive answer<\/p>\n<p><b>Question 5:\u00a0<\/b>\u2018\u2019Statements\u2019\u2019 All gems are diamonds. All diamonds are rocks.<br \/>\nConclusions: I. Atleast some rocks are gems.<br \/>\nII. All gems are rocks<\/p>\n<p>a)\u00a0only Conclusion I follows<\/p>\n<p>b)\u00a0\u00a0only Conclusion II follows<\/p>\n<p>c)\u00a0either Conclusion I or II follows<\/p>\n<p>d)\u00a0\u00a0neither Conclusion I nor II follows<\/p>\n<p>e)\u00a0\u00a0both Conclusions I and II follow<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/sbi-clerk-previous-papers\" target=\"_blank\" class=\"btn btn-danger \">Download SBI Clerk Previous Papers PDF<\/a><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/sbi-clerk-mock-test\" target=\"_blank\" class=\"btn btn-info \">SBI Clerk free mock test<\/a><\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each questions below are two\/three statements followed by two conclusions numbered I and II. You have to take the two\/three given statements to be true even if they seem to be at variance from commonly known facts and then decide which one of the given conclusions logically follows from the given statements disregarding commonly known facts.<\/p>\n<p><b>Question 6:\u00a0<\/b>Statements: All rings are circles. All squares are rings. No ellipse is a circle. Conclusions: I. Some rings being ellipses is a possibility<br \/>\nII. Atleast some circles are squares.<\/p>\n<p>a)\u00a0if only conclusion I follows<\/p>\n<p>b)\u00a0if only conclusion II follows<\/p>\n<p>c)\u00a0if either conclusion I or conclusion II follows<\/p>\n<p>d)\u00a0if neither conclusion I nor conclusion II follows<\/p>\n<p>e)\u00a0if both conclusion I and conclusion II follow<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each of the question below are given four statements followed by four conclusions numbered I,II,III, and IV.You have to take the given statements to be true even if they seem to be at variance with commonly known facts Read all the conclusions and then decide which of the given conclusion logically follows from the given statements disregarding commonly known facts<\/p>\n<p><b>Question 7:\u00a0<\/b>Statements:All birds are horses.<br \/>\nAll horses are tigers<br \/>\nSome tigers are lions<br \/>\nSome lions are monkeys<br \/>\nConclusion:I.Some tigers are horses<br \/>\nII.Some monkeys are birds<br \/>\nIII.Some tigers are birds.<br \/>\nIV.Some monkeys are horses<\/p>\n<p>a)\u00a0Only I and III follows<\/p>\n<p>b)\u00a0Only I II and III follows<\/p>\n<p>c)\u00a0Only II,III and IV follows<\/p>\n<p>d)\u00a0All I, II, III and IV follows<\/p>\n<p>e)\u00a0None of these<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each question below are four statements followed by four conclusions numbered I,II,III and IV You have to take the four given statements to be true even if they seem to be at variance with commonly known facts and then decide which of the given conclusions logically follows from the four given statements disregarding commonly known facts. Then decide which of the answer and indicate it on a),b),c),d) and e) is the correct answer and indicate it on the answersheet<\/p>\n<p><b>Question 8:\u00a0<\/b>Statements:All stones are pearls.Some pearls are shells<br \/>\nSome shells are boxes. No box is container<br \/>\nConclusions:I.Some stones are shells<br \/>\nII. No pearl is container<br \/>\nIII.No shell is container<br \/>\nIV.Some pearls are containers<\/p>\n<p>a)\u00a0Only II follows<\/p>\n<p>b)\u00a0Only II &amp; III follows<\/p>\n<p>c)\u00a0Only either II or IV follows<\/p>\n<p>d)\u00a0Only III follows<\/p>\n<p>e)\u00a0None of these<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each question below are statements followed by two conclusions numbered I and II You have to take the two given statements to be true even if they seem to be at variance from commonly known facts and then decide which of the given conclusions logically follows from the given statements disregarding commonly known facts ?<br \/>\nGive answer<br \/>\n(a)If only Conclusion I follows<br \/>\n(b)If only Conclusion II follows<br \/>\n(c)If either Conclusion I or II follows<br \/>\n(d)If neither Conclusion I nor II follows<br \/>\n(e)If both Conclusions I and II follow<\/p>\n<p><b>Question 9:\u00a0<\/b>Statement All roads are streets No street is a highway<br \/>\nConclusions<br \/>\nI.No highway is a road<br \/>\nII.All streets are road<\/p>\n<p>a)\u00a0If only Conclusion I follows<\/p>\n<p>b)\u00a0If only Conclusion II follows<\/p>\n<p>c)\u00a0If either Conclusion I or II follows<\/p>\n<p>d)\u00a0If neither Conclusion I nor II follows<\/p>\n<p>e)\u00a0If both Conclusions I and II follow<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each of the question below are given four statements followed by four conclusions numbered I, II III and IV You have to take the given statements to be true even if they seem to be at variance from commonly known facts Read all the conclusions and then decide which of the given conclusions logically follows from the given statement disregarding commonly known facts.<\/p>\n<p><b>Question 10:\u00a0<\/b><strong>Statements:<\/strong>\u00a0\u00a0\u00a0\u00a0\u00a0 All papers are clips.<br \/>\nSome clips are boards<br \/>\nSome boards are lanes.\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 All lanes are roads<strong><br \/>\nConclusions:<\/strong><\/p>\n<p>I.Some roads are board<br \/>\nII. Some lanes are clip<\/p>\n<p>III. Some boards are papers\u00a0\u00a0\u00a0\u00a0 IV. Some roads are clips.<\/p>\n<p>a)\u00a0Only I and II follow<\/p>\n<p>b)\u00a0Only I and III follow<\/p>\n<p>c)\u00a0Only I II and III follow<\/p>\n<p>d)\u00a0Only II III and IV follow<\/p>\n<p>e)\u00a0None of these<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each question below are given some statements followed by four conclusions numbered I, II, III and IV. You have to take the given statements to be true even if they seem at variance from commonly known facts. Read all the conclusions and then decide which of the given conclusions logically follows from the two given statements, disregarding commonly known facts.<\/p>\n<p><b>Question 11:\u00a0<\/b>Statements: Some films are clouds<br \/>\nAll rats are clouds<br \/>\nSome clouds are chairs<br \/>\nConclusions: I. No film is chair<br \/>\nII. Some rats are films<br \/>\nIII. Some clouds are rats<br \/>\nIV. Some chairs are rats<\/p>\n<p>a)\u00a0Only I and III follow<\/p>\n<p>b)\u00a0Either II or IV follows<\/p>\n<p>c)\u00a0No any conclusion follows<\/p>\n<p>d)\u00a0Only IV follows<\/p>\n<p>e)\u00a0None of these<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each question below are two statements followed by two conclusions numbered I and II. You have to take the two given statements to be true even if they seem to be at variance from known facts and then decide which of the given conclusions logically commonly follows from the given statements disregarding commonly known facts.<br \/>\nGive answer a: if only conclusion I follows.<br \/>\nGive answer b: if only conclusion II follows.<br \/>\nGive answer c: if either conclusion I or II follows.<br \/>\nGive answer d: if both conclusions I and II follow.<br \/>\nGive answer e: if neither conclusion I nor II follows.<\/p>\n<p><b>Question 12:\u00a0<\/b>Statements:<br \/>\nAll buses are cars.<br \/>\nSome buses are trucks.<br \/>\nConclusions:<br \/>\nI. Some buses are definitely not trucks.<br \/>\nII. At least some trucks are cars.<\/p>\n<p>a)\u00a0only conclusion I follows.<\/p>\n<p>b)\u00a0only conclusion II follows.<\/p>\n<p>c)\u00a0either conclusion I or II follows<\/p>\n<p>d)\u00a0both conclusion I and II follow.<\/p>\n<p>e)\u00a0neither conclusion I nor II follows.<\/p>\n<p><b>Question 13:\u00a0<\/b>Statements:<br \/>\nSome gates are doors.<br \/>\nNo gate is window.<br \/>\nConclusions:<br \/>\nI. No door is window.<br \/>\nII. Some doors are definitely windows.<\/p>\n<p>a)\u00a0only conclusion I follows.<\/p>\n<p>b)\u00a0only conclusion II follows.<\/p>\n<p>c)\u00a0either conclusion I or II follows<\/p>\n<p>d)\u00a0both conclusion I nor II follow.<\/p>\n<p>e)\u00a0neither conclusion I nor II follows.<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each question below are given three statements followed by four conclusions I II III and IV You have to take the given statements to be true even if they seem to be at variance with commonly known facts Read all the conclusions and then decide which of the given conclusion logically follow from given statements disregarding commonly Known facts<\/p>\n<p><b>Question 14:\u00a0<\/b>Statements<br \/>\nSome books are pens.<br \/>\nSome pens are watches.<br \/>\nAll watches are radios.<br \/>\nConclusions<br \/>\nI.Some radios are watches.<br \/>\nII.Some radios are pen.<br \/>\nIII.Some watches are books.<br \/>\nIV.Some books are watches.<\/p>\n<p>a)\u00a0All follow<\/p>\n<p>b)\u00a0Only I and III follow<\/p>\n<p>c)\u00a0Only II and IV follow<\/p>\n<p>d)\u00a0Only I and IV follow<\/p>\n<p>e)\u00a0None of these<\/p>\n<p><b>Instructions<\/b><\/p>\n<p>In each of the questions below are given three statements followed by four conclusions numbered I, II, III and IV. You have to take the given statements to be true even if they seem to be at variance from commonly known facts. Read all the conclusions and then decide which of the given conclusions logically follows from the given statements disregarding commonly known facts.<\/p>\n<p><b>Question 15:\u00a0<\/b>Statements: Some trees are flowers. Some roads are flowers.<br \/>\nAll roads are vehicles.<br \/>\nConclusions:<br \/>\nI. Some vehicles are trees<br \/>\nII. Some vehicles are flowers<br \/>\nIII. Some roads are trees<br \/>\nIV. All vehicles are roads<\/p>\n<p>a)\u00a0None follows<\/p>\n<p>b)\u00a0Only I and II follows<\/p>\n<p>c)\u00a0Only II follows<\/p>\n<p>d)\u00a0Only I, III and IV follow<\/p>\n<p>e)\u00a0All follow<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/sbi-clerk-mock-test\" target=\"_blank\" class=\"btn btn-info \">SBI Clerk free mock test<\/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>The data can be intrepreted in Venn diagram from as:<br \/>\n<img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>Some towns are rural. We cannot say this with surety and this conclusion can be contradicted.<br \/>\nAll rural are towns.This definitely cannot be concluded from Venn diagram.<br \/>\nHence, both conclusion I and II do not follow.<\/p>\n<p><strong>2)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p>The data can be intrepreted in Venn diagram form as:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>Some colleges are strong.We cannot draw this conclusion with assurance.<\/p>\n<p>At least some strong are concrete. This conclusion can be drawn with surety as apparent from Venn diagram.<\/p>\n<p>Only II follows. Option B is correct.<\/p>\n<p><strong>3)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p>The syllogism can be explained with following Venn Diagram.<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" 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\" alt=\"\" \/><\/p>\n<p>Some towers are temples. This conclusion cannot be made.<br \/>\nSome houses are towers. This conclusion is true.<br \/>\nSome temples are windows. This conclusion again cannot be made with surety.<\/p>\n<p>Only II follows.<\/p>\n<p><strong>4)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p>ll rings are circles. Some circles are rings.<br \/>\nAll square are are rings. Hence, some squares must be circles. Since no circle is an ellipse, no ring can be ellipse.<br \/>\nThis can be seen from the following venn diagram.<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/text4146_tWReZnp.png\" \/><\/p>\n<p>Only statement II follows.<\/p>\n<p><strong>5)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p>The data can be intrepreted in Venn diagram form as:<br \/>\n<img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><br \/>\nConclusions: I. Atleast some rocks are gems.This is true conclusion.<br \/>\nII. All gems are rocks. This is also a true comclusion as apparent from Venn diagram.<br \/>\nBoth conclusion I and II follow.<br \/>\n<strong>6)\u00a0Answer\u00a0(B)<\/strong><\/p>\n<p>The Venn diagram for the Syllogism is as follows:<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/18995%20copy.jpg\" \/><\/p>\n<p>Based on the diagram, some rings being ellipses is not a possibility. But atleast some circles are squares. Hence (B) is the answer<\/p>\n<p><strong>7)\u00a0Answer\u00a0(A)<\/strong><\/p>\n<p>The Venn diagram for the syllogism is as shown below:<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/19173%20copy.jpg\" \/><\/p>\n<p>Based on the diagram, at least some tigers are horses and atleast some tigers are birds.<\/p>\n<p>The other 2 conclusions are not implied from the diagram. Hence, the correct answer is (a)<\/p>\n<p><strong>8)\u00a0Answer\u00a0(C)<\/strong><\/p>\n<p>The data can be intrepreted in Venn Diagram form as:<br \/>\n<img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>I.Some stones are shells. This cannot be said with surety. As Stones and Shells may intersect or not.<br \/>\nII. No pearl is container.<br \/>\nIII.No shell is container. The container set may or may not intersect with Shell set. No conclusion can be made.<br \/>\nIV.Some pearls are containers. Together II and IV form a universal set and either of them has to be true.<\/p>\n<p>Only option C is correct.<br \/>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/pay\/7f6ir\" target=\"_blank\" class=\"btn btn-info \">105 SBI Clerk mocks for Rs. 199. Enroll here<\/a><\/p><\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/banking-study-material\" target=\"_blank\" class=\"btn btn-danger \">15000 Free Banking Solved Questions<\/a><\/p>\n<p><strong>9)\u00a0Answer\u00a0(A)<\/strong><\/p>\n<p>The data can be intrepreted in Venn diagram form as:<br \/>\n<img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><br \/>\nConclusions<br \/>\nI.No highway is a road. This is a correct conclusion.<br \/>\nII.All streets are road. This is a wrong conclusion.<br \/>\nTherefore, only conclusion I follows.<br \/>\n<strong>10)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p>The data can be intrepreted in Venn diagram form as:<br \/>\n<img decoding=\"async\" class=\"img-responsive\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>I.Some roads are boards. This is correct conclusion.<br \/>\nII.Some lanes are clips. This is a wrong conclusion as apparent from the Venn diagram.<br \/>\nIII.Some boards are papers. This is also a wrong conclusion.<br \/>\nIV.Some roads are clips. This is incorrect conclusion as apparent from Venn diagram.<br \/>\nOnly I follows.<br \/>\n<strong>11)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p>We use elimination in this syllogism. ie we draw an exception to contradict the conclusions. This diagram below contradicts I, II and IV. Conclusion II holds in various diagrams and can&#8217;t be contradicted. So, only conclusion II is implied. Since none of the options shows that, we choose (e) None of these.<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/21864%20copy.jpg\" \/><\/p>\n<p><strong>12)\u00a0Answer\u00a0(D)<\/strong><\/p>\n<p>The venn diagram for above statements is\u00a0:<\/p>\n<figure><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/blob_h9TR94A\" data-image=\"blob\" \/><\/figure>\n<p>Conclusions:<\/p>\n<p>I. Some buses are definitely not trucks = true<br \/>\nII. At least some trucks are cars = true<\/p>\n<p>Thus,\u00a0both conclusion I and II follow.<\/p>\n<p>=&gt; Ans &#8211; (D)<\/p>\n<p><strong>13)\u00a0Answer\u00a0(C)<\/strong><\/p>\n<p>from the above statements we can draw the following venn<\/p>\n<figure><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/blob_1oobGsU\" data-image=\"blob\" \/><\/figure>\n<p>&nbsp;<\/p>\n<p>and hence we can say that either of the statements will be true<\/p>\n<p><strong>14)\u00a0Answer\u00a0(E)<\/strong><\/p>\n<p>We use elimination to find an exception to the generality of the conclusions. Thus we prove they are not implied. The diagram below satisfies all the statements but contradicts the conclusions III and IV. Since we found an exception, the conclusions are not true in &#8220;every&#8221; case. Thus they are not implied.<\/p>\n<p>We can draw many scenarios using Venn diagrams. Conclusions I and II hold in every case. So, they are implied.<\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/23060%20copy.jpg\" \/><\/p>\n<p><strong>15)\u00a0Answer\u00a0(C)<\/strong><\/p>\n<p><img decoding=\"async\" class=\"img-responsive\" src=\"https:\/\/cracku.in\/media\/uploads\/23619%20copy.jpg\" \/><\/p>\n<p>We use elimination to find an exception to the generality of the conclusions. Thus we prove they are not implied. The diagram below satisfies all the statements but contradicts the conclusions I, III and IV. Since we found an exception, the conclusions are not true in &#8220;every&#8221; case. Thus they are not implied.<\/p>\n<p>We can draw many scenarios using Venn diagrams. Conclusion II holds in every case. So, it is implied.<\/p>\n<p class=\"text-center\"><a href=\"https:\/\/cracku.in\/pay\/7f6ir\" target=\"_blank\" class=\"btn btn-info \">105 SBI Clerk 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 Syllogism Questions &amp; Answers PDF of SBI Clerk is very Useful for preparation of SBI Clerk Exams.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Syllogism Solved Questions and Answers for SBI Clerk Set-3 Download SBI Clerk Syllogism Questions &amp; Answers Set-3 PDF for SBI Clerk Prelims and Mains exam. Very Important SBI Clerk Syllogism Questions with solutions. Download SBI Clerk Previous Papers PDF SBI Clerk Free Mock Tests Instructions In each of the question below are given three statements [&hellip;]<\/p>\n","protected":false},"author":42,"featured_media":40131,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"_mi_skip_tracking":false,"footnotes":""},"categories":[8,3167,125,2999,229,228,2071,3264,232],"tags":[49,3507],"class_list":{"0":"post-40123","1":"post","2":"type-post","3":"status-publish","4":"format-standard","5":"has-post-thumbnail","7":"category-banking","8":"category-downloads-en","9":"category-featured","10":"category-ibps-en","11":"category-ibpsclerk","12":"category-ibpspo","13":"category-ibps-rrb-clerk-en","14":"category-ibps-so-en","15":"category-sbiclerk","16":"tag-sbi-clerk","17":"tag-syllogism-questions-for-sbi-clerk"},"better_featured_image":{"id":40131,"alt_text":"Syllogism Solved Questions and Answers for SBI Clerk Set-3","caption":"Syllogism Solved Questions and Answers for SBI Clerk Set-3\n","description":"Syllogism Solved Questions and Answers for SBI Clerk 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