Answer:
30.64%
Explanation:
We must find the probability that foggy if it is cloudy, that is P (foggy | cloudy) 
We have the probability that this foggy and coudy is 0.19 
P (foggy and coudy) = 0.19 
The probability that this cloudy is 0.62, P (cloudy) = 0.62 
P (foggy | cloudy) = P (foggy and coudy) / P (cloudy) 
replacing: 
P (foggy | cloudy) = 0.19 / 0.62 
P (foggy | cloudy) = 0.3064 
that is to say that the probability that foggy if it is cloudy is 30.64%