Learn
Solution
Total number of periods = 6Total number of subjects is = 5Since, there should be at least one period for a subject in a day. 5 periods are occupied by...
Register & Unlock access to Prep for free
Solution
.hez-title-solution{display: none;}
Keynote
#hez-keynote-title{display: none;}
0
Permutations & Combinations questions available for your Free Practice
0
Quantitative Ability questions available for your Free Practice
Logical ReasoningScience & TechnologyAlgebraSyllogismsPie ChartIBPSExpansionsPermutations & CombinationsFunctionsCoordinate GeometryProfit and LossSet TheoryImportant DaysXATComputersSSCComputer KnowledgeData ProblemsSpot the ErrorSentence ImprovementData Sufficiency - LRGeneralArrangements & RearrangementsRBIGATEWord BuildingPassagesLine GraphsPlacement TestsInequalitiesTrigonometryInput - OutputCurrent Affairs 2015Quadratic RelationsSpeed, Time & DistanceGeometryLICMiscellaneous - GAGeneral AwarenessAveragesBlood RelationsCaselet DIVerbal ReasoningMixtures and AllegationsAPPSCFill in the BlanksQuantitative AbilitySymbols & NotationsMiscellaneous - LRQuadratic EquationsSimple EquationsCloze TestDirectionsProbabilityParajumblesIIFTGMATProgressions & SeriesTime & WorkEnvironment & BiodiversityCMATMiscellaneous - QATabular DataCoding & DecodingBar GraphsPercentagesGRECATVerbal AbilityMiscellaneous - VAMATCircular ArrangementUPSCNumbersMarketingSBIRatio & ProportionNumber SeriesTCSAnalogiesPolitySimple & Compound InterestOrder arrangementArithmetic OperationsAuthors & BooksNumber SystemMathematical InequalitiesClocks & CalendarsData InterpretationSeriesLogarithmsTaglinesVocabularyNMATMensuration
Practice
0
questions for Free