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Question

# Using monomial, find the L.C.M. of 100l6m2,50l3

A
100l18m2
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B
100l9m2
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C
100l6m2
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D
50l6m2
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Solution

## The correct options are B 100l9m2 C 100l6m2To find the L.C.M. of two or more monomials is the product of the L.C.M. of their numerical coefficients and the L.C.M. of their literal coefficients.The L.C.M. of numerical coefficients = The L.C.M. of 50 and 100.50=2×25100=2×2×25Therefore, L.C.M. of 50 and 100=2×2×25=100The L.C.M. of literal coefficients = The L.C.M. of l6m2,l3=l6m2So, the L.C.M. of 100l6m2,50l3=100l6m2

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