Answer
See the picture.
Work Step by Step
$E(X)=N\times P(x)$
N = 200 restaurants
$E(0)=200\times0.002479=0.4958$
$E(1)=200\times0.0149=2.974$
$E(2)=200\times0.0446=8,924$
$E(3)=200\times0.08924=17.85$
$E(4)=200\times0.1339=26.78$
$E(5)=200\times0.1606=32.12$
$E(6)=200\times0.1606=32.12$
$E(7)=200\times0.1377=27.54$
$E(8)=200\times0.1033=20.66$
$E(9)=200\times0.06884=13.77$
$E(10)=200\times0.04130=8.26$
$E(11)=200\times0.02253=4.506$
$E(12)=200\times0.01126=2.252$
$E(13)=200\times0.005199=1.040$
$E(14)=200\times0.002228=0.4456$
$E(15)=200\times0.0008913=0.1783$
$E(16)=200\times0.0003342=0.06684$
