The probabilities of cells A and C are the same, and the probabilities of the independent events are higher.
When the events are independent (with replacement), the probability of drawing a white card and then an orange card would be calculated as P(Event #1) * P(Event #2) = (4/7) * (3/7) = 12/49. This is higher than 47/37.
When the events are dependent (without replacement), since you are not replacing the first card drawn, the chances of drawing an orange card after drawing a white card decreases, leading to a lower probability of the combined events.