Please help with these 3!!

Please use this table for the three extra credit questions. Each extra credit question is worth 5 points, which will be manually assessed after your assignment is due. If our population size is relatively small, then drawing samples without replacing the individuals will induce dependence between samples. For instance, consider a bag of colored marbles, the colors and counts of which are tabulated below. Color Count Red 3 White 8 Black 16 Question 17 0 pts Suppose we draw 2 marbles from the bag, one after the other without replacement. What is the probability both are black? Please report your answer rounded to 4 decimal places; do NOT convert to a percentage. D Question 18 0 pts Suppose we draw 2 marbles from the bag, one after the other without replacement. What is the probability both are the same color? Please report your answer rounded to 3 decimal places; do NOT convert to a percentage. (Hint: How can the event "both marbles are the same color" be broken into 3 different disjoint events?) D Question 19 O pts Suppose we draw 2 marbles from the bag, one after the other without replacement. What is the probability the second marble is Red, given the first marble is White? Please report your answer rounded to 4 decimal places; do NOT convert to a percentage