Question

A bag contains 7 red balls and 3 white balls. Al, Brenda, Cathy and Darren, in that order, are going to randomly pick a ball out of the bag and not replace it. The first person to draw a white ball wins $100. What is the probability that Al will win the $100? 4/7 1/7 3/10 7/10 A bag has 6 red and 5 blue marbles. What is the probability of drawing a red then a blue, if the first marble is not replaced after it has been drawn? 1/30 11/30 3/11 Sally and Mike are playing an addition game. Sally spins the first spinner, then Mike spins the second. They add the results. How many different sums are possible? 4 5 6 7

          A bag contains 7 red balls and 3 white balls. Al, Brenda, Cathy and Darren, in that order, are going to randomly pick a ball out of the bag and not replace it. The first person to draw a white ball wins $100. What is the probability that Al will win the $100?

4/7
1/7
3/10
7/10

A bag has 6 red and 5 blue marbles. What is the probability of drawing a red then a blue, if the first marble is not replaced after it has been drawn?

1/30
11/30
3/11

Sally and Mike are playing an addition game. Sally spins the first spinner, then Mike spins the second. They add the results. How many different sums are possible?

4
5
6
7

A bag contains 7 red balls and 3 white balls. Al, Brenda, Cathy and Darren, in that order, are going to randomly pick a ball out of the bag and not replace it. The first person to draw a white ball wins 100. What is the probability that Al will win the100?

4/7
1/7
3/10
7/10

A bag has 6 red and 5 blue marbles. What is the probability of drawing a red then a blue, if the first marble is not replaced after it has been drawn?

1/30
11/30
3/11

Sally and Mike are playing an addition game. Sally spins the first spinner, then Mike spins the second. They add the results. How many different sums are possible?

4
5
6
7

Added by Michael B.

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