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Super bikes arrive in a 12 lot showroom. Inspections are carried out on six out of...

Super bikes arrive in a 12 lot showroom. Inspections are carried out on six out of every 12. For one lot, it is known 2 out of 12 do not meet the safety standards prescribed. What is the probability that at least 2 out of the 6 that were tested from that lot will not meet safety standards?

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