Learn
Solution
M = 6k + 1N = 6p + 3M + N = (6k + 1) + (6p + 3) = 6(k + p) + 4Let, k + p = rThenM + N = 6r + 4Hence the number M + N...
Register & Unlock access to Prep for free
Solution
.hez-title-solution{display: none;}
Keynote
When a number N divided by p gives a remainder r.Then, the number will be of the formN = pk + r (where k is some...
0
Numbers questions available for your Free Practice
0
Quantitative Ability questions available for your Free Practice
Quadratic EquationsComputersNumbersMarketingPolitySeriesNMATQuadratic RelationsInequalitiesParajumblesSpeed, Time & DistanceGeneralBar GraphsIIFTSyllogismsAPPSCDirectionsVerbal ReasoningMiscellaneous - GAArithmetic OperationsCloze TestMensurationQuantitative AbilityFill in the BlanksInput - OutputUPSCSet TheoryMiscellaneous - QAData ProblemsSimple EquationsProfit and LossTrigonometryPassagesImportant DaysMathematical InequalitiesAnalogiesTime & WorkEnvironment & BiodiversityArrangements & RearrangementsSSCTabular DataLine GraphsData InterpretationCaselet DICurrent Affairs 2015Permutations & CombinationsAlgebraPie ChartWord BuildingSpot the ErrorLogarithmsMixtures and AllegationsProbabilityData Sufficiency - LRIBPSNumber SeriesGREAveragesPlacement TestsCoding & DecodingCMATVocabularyRBIExpansionsLogical ReasoningCircular ArrangementMiscellaneous - LRTaglinesLICProgressions & SeriesSBISimple & Compound InterestCoordinate GeometryVerbal AbilityGMATComputer KnowledgeMATAuthors & BooksGeometryXATCATScience & TechnologySentence ImprovementMiscellaneous - VAFunctionsSymbols & NotationsBlood RelationsOrder arrangementNumber SystemPercentagesRatio & ProportionGATEGeneral AwarenessClocks & CalendarsTCS
Practice
0
questions for Free