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1. |
The LCM of \[\frac{a}{b},\,\,\frac{c}{d},\,\,\frac{e}{f}\] is equal to |
A. | \[\frac{L.C.M\text{ }of\text{ }a.c.e}{H.C.F\text{ }of\text{ }b.d.f}\] |
B. | \[\frac{H.C.F\text{ }of\text{ }b.d.f}{L.C.M\text{ }of\text{ }a.c.e}\] |
C. | \[\frac{H.C.F\text{ }of\text{ }a,c,e~}{H.C.F\text{ }of\text{ }b,d,f}\] |
D. | \[\frac{ace}{bdf}\] |
Answer» B. \[\frac{H.C.F\text{ }of\text{ }b.d.f}{L.C.M\text{ }of\text{ }a.c.e}\] | |