a:
A bag contains \[n\] red,
\[m\] blue and \[k\] green balls.
A ball is drawn at random. Find the probability of this ball being a green ball?
Answer
b:
A bag contains \[n\] red,
\[m\] blue and \[k\] green balls.
A ball is drawn at random. Find the probability of this ball being a red ball?
Answer
c:
A bag contains \[n\] red,
\[m\] blue and \[k\] green balls.
A ball is drawn at random. Find the probability of this ball being a blue ball?
Answer
Question 2
a:
A bag contains \[n\] red,
\[m\] blue and \[k\] green balls.
A ball is drawn at random. Find the probability of this ball not being a green ball?
Answer
b:
A bag contains \[n\] red,
\[m\] blue and \[k\] green balls.
A ball is drawn at random. Find the probability of this ball not being a red ball?
Answer
c:
A bag contains \[n\] red,
\[m\] blue and \[k\] green balls.
A ball is drawn at random. Find the probability of this ball not being a blue ball?
Answer
Question 3
a:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
When you draw 2 balls from the bag, what is the probability that you get a green and a red ball?
Answer
b:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
When you draw 2 balls from the bag, what is the probability that you get a green and a blue ball?
Answer
c:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
When you draw 2 balls from the bag, what is the probability that you get a red and a blue ball?
Answer
Question 4
a:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
One ball is taken from the bag, then replaced. Then another ball is taken from the bag.
What is the probability of choosing a red ball and then a blue ball?
Answer
b:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
One ball is taken from the bag, then replaced. Then another ball is taken from the bag.
What is the probability of choosing a red ball and then a green ball?
Answer
c:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
One ball is taken from the bag, then replaced. Then another ball is taken from the bag.
What is the probability of choosing a blue and then a green ball?
Answer
Question 5
a:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
One ball is selected at random and is not replaced, a second ball
is then selected at random. What is the probability that both balls are red?
Answer
b:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
One ball is selected at random and is not replaced, a second ball
is then selected at random. What is the probability that both balls are blue?
Answer
c:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
One ball is selected at random and is not replaced, a second ball
is then selected at random. What is the probability that both balls are green?
Answer
Question 6
a:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
A ball is chosen at random from the bag and not replaced; then a second ball is chosen.
What is the probability that none of the selected balls is red?
Answer
b: A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
A ball is chosen at random from the bag and not replaced; then a second ball is chosen.
What is the probability that none of the selected balls is blue?
Answer
c:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
A ball is chosen at random from the bag and not replaced; then a second ball is chosen.
What is the probability that none of the selected balls is green?
Answer
Question 7
a:
A bag contains \[n\] red,
\[m\] blue
and \[k\] green balls.
What is the probability that a red, blue, and green ball may be picked?
Answer
Our platform enables users to effortlessly solve generalized problems using our
suite of free online calculators, simply by specifying the desired number of events.
Statistics
Calculator Hub