Learn
Solution
Let, the base be = mThen, logm32768 = 3Hence, m3 = 32768m = (32768)1/3m = 32
Register & Unlock access to Prep for free
Solution
.hez-title-solution{display: none;}
Keynote
#hez-keynote-title{display: none;}
0
Logarithms questions available for your Free Practice
0
Quantitative Ability questions available for your Free Practice
Arrangements & RearrangementsCMATBlood RelationsOrder arrangementTabular DataCoding & DecodingVerbal ReasoningAveragesProfit and LossParajumblesXATTCSSet TheoryLogical ReasoningMixtures and AllegationsMensurationData Sufficiency - LRNumber SeriesFunctionsData InterpretationProbabilityPassagesAuthors & BooksSpot the ErrorEnvironment & BiodiversityClocks & CalendarsBar GraphsInput - OutputFill in the BlanksRatio & ProportionMiscellaneous - QAPie ChartSymbols & NotationsPercentagesGATEData ProblemsGREPlacement TestsPolityAPPSCMiscellaneous - LRDirectionsUPSCIIFTQuadratic EquationsGeneralAlgebraSpeed, Time & DistanceMiscellaneous - VALogarithmsPermutations & CombinationsTime & WorkAnalogiesNMATGeneral AwarenessMATMathematical InequalitiesArithmetic OperationsTrigonometryIBPSExpansionsRBIComputer KnowledgeSyllogismsSimple EquationsQuantitative AbilityQuadratic RelationsTaglinesInequalitiesImportant DaysMiscellaneous - GAGeometrySSCCoordinate GeometryScience & TechnologyNumbersLine GraphsWord BuildingCloze TestSimple & Compound InterestVocabularySBISentence ImprovementCurrent Affairs 2015Caselet DILICComputersProgressions & SeriesMarketingGMATCATVerbal AbilitySeriesNumber SystemCircular Arrangement
Practice
0
questions for Free