A box of cartridges contains 30 cartridges, of which 6 are defective. If 3 of the cartridges are removed from the box in succession without replacement, what is the probability that all the 3 cartridges are defective?

A box of cartridges contains 30 cartridges, of which 6 are defective.

1.	A box of cartridges contains 30 cartridges, of which 6 are defective. If 3 of the cartridges are removed from the box in succession without replacement, what is the probability that all the 3 cartridges are defective?
A.	\(\frac{(654)}{(303030)}\)
B.	\(\frac{(654)}{(302928)}\)
C.	\(\frac{(653)}{(302928)}\)
D.	\(\frac{(666)}{(303030)}\)
Answer» C. \(\frac{(653)}{(302928)}\)

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A box of cartridges contains 30 cartridges, of which 6 are defective. If 3 of the cartridges are removed from the box in succession without replacement, what is the probability that all the 3 cartridges are defective?

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