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If `aN = {ax|x in N}` and `bN nn cN = dN`, where `b,c epsilon N`, thenA. `d = bc`B. `c = bd`C. `b = cd`D. `d = LCM (b,c)` |
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Answer» Correct Answer - D If `aN = {ax|x in N}` ……………. We have. `bN = {bx|x in IN}` = the set of the positive integral multiples of b `cN = {cx|x in IN}` = the set of the positive integral multiples of c `:. bN nn cN` = the set of positive integral multiple of LCM of b & c `implies d = LCM (b,c)` |
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