Monty Hall Problem involving 5 doors and probability tree

Question

I recently came across a Monty Hall problem involving 5 doors. You are participating in a contest. There is one car behind five doors. After you select a door, the host will open three of the four remaining doors that do not contain the car. You are now left with two options. Do you stay with the original door or switch to the unopened door? And how would you explain your answer by drawing a probability tree for this scenario?