Common factor of $$24b^6c^8d^2, 18a^6c^2d^4, 12a^4b^4$$ is
Factors of :Â
$$24b^6c^8d^2$$ = $$(2 \times 2 \times 6) \times b^6 \times c^8 \times d^2$$
$$18a^6c^2d^4$$ = $$(3 \times 6) \times a^6 \times c^2 \times d^4$$
$$12a^4b^4$$ = $$(2 \times 6) \times a^4 \times b^4$$
The common factor in the 3 terms = $$6$$
=> Ans - (D)
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