The success of fuzzy logic in effectively capturing subjective knowledge which are uncertain or ambiguous in nature lies on the fact that fuzzy sets assigns a degree of membership to each linguistic variable of a crisp value. As a condition the degree of membership values to all linguistic variables should add up to one. This abstract condition is neither probabilistic nor realistic in quantum mechanics. Probabilistic is in a sense that the normalization condition of quantum mechanics isn’t satisfied. Realistic is in a sense that the condition isn’t physically proven experimentally. In this paper, a novel quantum Mamdani-type fuzzy inference system is proposed. The proposed system consists of quantum fuzzification, quantum fuzzy inference and quantum defuzzification steps. Instead of assigning degree of membership values for linguistic variables, the proposed inference engine assigns a quantum state for a crisp value. Hence, a crisp input is fuzzified into superposition of linguistic variables represented by qubits. The proposed quantum Mamdani-type fuzzy inference system is tested to captures expert knowledge more realistically than the Mamdani-type fuzzy inference system, is thus less vulnerable to effects of uncertainties.