1. What is the Least Common Multiple of 24, 60 and 48?
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By: anil on 05 May 2019 02.24 am
Numbers : 24, 60 and 48 Factors of 24 = $$2^3 imes3$$ Factors of 60 = $$2^2 imes3 imes5$$
Factors of 48 = $$2^4 imes3$$
Thus, L.C.M. = product of numbers having highest powers. $$ herefore$$ Least Common Multiple of 24, 60 and 48 = $$2^4 imes3 imes5=240$$ => Ans - (B)
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Factors of 48 = $$2^4 imes3$$
Thus, L.C.M. = product of numbers having highest powers. $$ herefore$$ Least Common Multiple of 24, 60 and 48 = $$2^4 imes3 imes5=240$$ => Ans - (B)