The first quartile is the first 25% of the area under the sample mean normal curve.
P(Z< ((x-9.1)/(1.8/sqrt(75)) = 0.25
InvNorm(0.25, 0,1, LEFT) = -0.6745
Solving for x, where
(x-9.1) / (1.8/sqrt(75)) = -0.6745
x = -0.6745(sqrt(75)/1.8) + 9.1 = 8.96
8.96 is the first quartile of the sample mean