This is a Normal Distribution problem.
P = 0.184 (18.4% as a decimal)
n = 750
Standard Deviation = Sqrt (P*(1-p) /n) = Sqrt(0.184*0.816/750) = 0.014149
Normal Distribution = (0.22-0.184)/0.0141 49 = 0.036/0.0141 = 2.544
2.544 on the Standard Normal Table = 0.9945
Probability sample is greater: 1 - 0.9945 = 0.0055
Answer is a) 0.0055