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What is the least common multiple of (6/5) and (8/25)?
- A2
- B24/3
- C6
- D24/5
Answer not set
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0
CCommunity
The LCM of fractional number = LCM of numerator/HCF of denominator
The LCM of (6/5) and (8/25) $(= \frac{{LCM\;of\;6\;and\;8}}{{HCF\;of\;5\;and\;25}} = \frac{{24}}{5})$
The LCM of (6/5) and (8/25) $(= \frac{{LCM\;of\;6\;and\;8}}{{HCF\;of\;5\;and\;25}} = \frac{{24}}{5})$
0
CCommunity
The LCM of fractional number = LCM of numerator/HCF of denominator
The LCM of (6/5) and (8/25) $= $\frac{{LCM\;of\;6\;and\;8}}{{HCF\;of\;5\;and\;25}} = \frac{{24}}{5} $
The LCM of (6/5) and (8/25) $= $\frac{{LCM\;of\;6\;and\;8}}{{HCF\;of\;5\;and\;25}} = \frac{{24}}{5} $