Law 1 of Indices If the base is the same, but has different powers in multiplication we can add up the powers or index. am+an=am+nam+an=am+n Simplify each of the following leaving your answer in index notation where appropriate. Question 3: (a) 62×6362×63 Solution: By the law ...
is to be multiplied by itself, the number of times equal to the index raised to it. it is a compressed method of writing big numbers and calculations. example: 2 3 = 2 × 2 × 2 = 8 in the example, 2 is the base and 3 is the index. laws of indices there are some fundamental...
usingcalculator. Ex.1CQ.1 Ex.1CQ.2 -StudentsshouldbeabletousetheprefixoftheInternationalSystemof Units. 1.4IndicesandNumeralSystems-Studentsshouldbeabletogiveexamplesofnumeralsystemsnotinvolving placeholders,eg.Romannumerals(MCMIXVI). -StudentsshouldbeabletoidentifyHindu-Arabiannumeralsinvolvesplace ...
BasicNumeralSimpleCalculationsWithIndexForm:Examples:i.Findthebasicnumeral23×32=8×9=72ii.Write16inindexformusingbase2.16=2×8=2×2×4=2×2×2×2=24iii.Evaluatethefollowing:27×84×53=useacalculator!=2048000Differentcalculatorshavedifferentbuttonsforindices,makesureyouknowhowtouseyours!Algebraand...