A consulting firm performs a competency test on suppliers to see if they can actually meet quality and delivery standards. The competency test results in a competent (pass) or non-competent (fail) score. A supply chain specialist assumes that 65.00% of the suppliers she deals with are competent based on historic but inconclusive findings. The consulting firm is 88.00% accurate in predicting a supplier is competent when the supplier is actually competent. However, the firm is 86.00% accurate in predicting a supplier is competent when the supplier is actually not competent. What is the likelihood of a supplier passing the competency test but yet not being competent? Select one: a. 22.44% b. 34.48% c. None of the answers d. 66.88% e. 38.97%