Due to COVID-19 pandemic, a restaurant uses one of four cars to deliver orders. Any order can be sent with one and only one of these cars. The following events are defined: . V1: the order is delivered using car 1 . V2: the order is delivered using car 2 . V3: the order is delivered using car 3 . V4: the order is delivered using car 4 The restaurant utilizes the cars with the shown below probabilities: . P (V1)= 0.275 . P (V2)= 0.275 . P (V3)= 0.35 . P (V4) = 0.1 Let Z be the event that the order arrives on time to the customer. Depending on the utilized car, the probability of Z varies: . P (Z \\ V1)= 0.95 . P (Z \\ V2)= 0.9 . P(Z \\ V3)= 0.8 . P (Z \\ V4) = 0.8 Given that an order has been delivered on time, the probability that it was delivered using car V1 equals to O a. 0.5000 O b. 0.0523 O C. 0.3007 O d. 0.2310 O e. 0.1438