Consumer’s Risk: Consumers risk is the risk of accepting poor lot.
Limiting Quality Level (LQL): This is the numerical definition of poor lot associated with a consumers risk
. The ANSI/ASQC A2 (1987) describes LQL as “the percentage of proportion of nonconforming items or number of nonconformities in a batch or a lot for which the consumer wishes the probability of acceptance to be a low value”.
LQL is also called
RQL: rejectable quality level
UQL: Unacceptable quality level
LQ: Limiting quality
Example: explain the meaning of the following. Consumers risk is 10% for a limiting quality level (LQL) of 0.08.
Means: the batches that are 8% nonconforming are poor and we prefer to accept these batches number more than 10% of a time.
For a given good, a consumer's willingness to pay is, by definition, the O same as the seller's willingness to sell. O amount of cash the consumer has on hand for purchase of the good. O amount the consumer offers at the start of a negotiation. O intensity of the consumer's desire for the good. O maximum price the consumer would pay for the good.
An organization is indifferent between 100% testing of a received lot and detecting defective parts later in the process when 17% of the incoming parts are defective. Their acceptance sampling plan is to accept the lot if two or fewer items in a sample of 10 are defective. If the lot actually has 10% defective items, what is the consumer's risk? Express as a percent with two decimal places without a percent sign (e.g. 84.346% would be shown as 84.35)
1. (5 Points) (A)Construct a single sampling plan by attributes that will come close to having a producer's risk of 0.05 at p,-0.01 and a consumer's risk of 0.10 at p,-0.04 (B) Determine the probability of acceptance for the following quality levels under the plan in part (A): P. 0.005 0.020 0.120 1. (5 Points) (A)Construct a single sampling plan by attributes that will come close to having a producer's risk of 0.05 at p,-0.01 and a consumer's risk of...
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Create and demonstrate a matrix of likelihood and magnitude of risk associated with internal control risk.
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