1. A box has 7 green balls and 3 red balls. Suppose you draw two balls with replacement and record their colors (see lecture slides for the meaning of this term; more precisely, this means we draw one ball, record the color, return the ball to the box, draw a second ball, record the color, and return it to the box). a. Why are the colors you see on the two balls you draw independent of one another? b. What is the probability your first draw is red and your second draw is green? [WISE] (See lecture slides for an explanation of what WISE means.) c. What is the probability the colors don't match? d. What is the answer to part c if the balls are drawn without replacement