please help me solve question 1,2,3 and 5. thank you

Consider the experiment of pulling names out of a hat without replacement Suppose the bag contains the fictional names Trav. S. Scott, KahnYay Weste, and Clowee Kar-ian, and we are going to draw all three names one at a time. If desired, you may develop a tree diagram on your own scratch paper, labeling the end of each branch with the sequence of names drawn from the bag e.g. (Weste then Kar-ian then Scott). Use the resulting tree diagram to answer the questions on the next page. Question 1 (1 point) Saved To start off, how many branches should come off from the trunk of the tree, meaning the first node? Question 2 (1 point e r Suppose we draw Clowee on the first draw; how many different draws are possible on the second draw? Question 2 (1 point e r Suppose we draw Clowee on the first draw; how many different draws are possible on the second draw? Question 5 (1 point) Suppose we added two new names to the hat and started over, drawing each name out one at a time until the hat is empty. just as before. Considering all five draws together, how many different outcomes would be possible? Remember that order does matter. Consider the experiment of pulling names out of a hat without replacement Suppose the bag contains the fictional names Trav. S. Scott, KahnYay Weste, and Clowee Kar-ian, and we are going to draw all three names one at a time. If desired, you may develop a tree diagram on your own scratch paper, labeling the end of each branch with the sequence of names drawn from the bag e.g. (Weste then Kar-ian then Scott). Use the resulting tree diagram to answer the questions on the next page. Question 1 (1 point) Saved To start off, how many branches should come off from the trunk of the tree, meaning the first node? Question 2 (1 point e r Suppose we draw Clowee on the first draw; how many different draws are possible on the second draw? Question 2 (1 point e r Suppose we draw Clowee on the first draw; how many different draws are possible on the second draw? Question 5 (1 point) Suppose we added two new names to the hat and started over, drawing each name out one at a time until the hat is empty. just as before. Considering all five draws together, how many different outcomes would be possible? Remember that order does matter