Box A contains 2 quarters, box B contains 1 quarter and 1 dime.
A box is...
Box A contains 2 quarters, box B contains 1 quarter and 1 dime.
A box is picked at random. From this box a coin is picked at random
and it is a quarter. What is the probabilitythat the box picked was
box B?
A box contains 4 quarters, 3 dimes, and 2 nickels.
a. Two coins are selected at random without replacement one at a
time. Compute the probability that the first coin is a dime and the
second is a nickel.
b. Three coins are selected at random with replacement. Compute
the probability that at least one of them is a nickel.
c. Construct a probability distribution of the number of
quarters selected for a procedure of selecting three coins without
replacement....
A box contains 4 quarters, 3 dimes, and 2 nickels.
a. Two coins are selected at random without replacement one at a
time. Compute the probability that the first coin is a dime and the
second is a nickel.
b. Three coins are selected at random with replacement. Compute
the probability that at least one of them is a nickel.
c. Construct a probability distribution of the number of
quarters selected for a procedure of selecting three coins without
replacement....
The following production budget for the four quarters of
2019:
Quarter 1
Quarter 2
Quarter 3
Quarter 4
Units
3,000
4,000
5,000
8,000
Each units requires 4 kg of raw materials costing $6 per
kilogram. On December 31, 2018, the ending inventory of raw
materials was 3,000 kg. Management wants to have a raw materials
inventory at the beginning of each quarter equal to 25% of the
current quarter's production requirements in units. The production
budget for the first quarter...
Box A contains 7 items of which 2 are defective, and box B contains 6 items of which 1 is defective. If an item is drawn at random from each box. Find the probability that both items are non- defective. 1/21 19/42 10/13 25/42
A bag contains four quarters, one nickel, one dime, and five
pennies. We reach with our hand and pull out two coins at random.
What are the chances that we pull $0.15 worth of coins?
We have 3 boxes. Box A contains 1 yellow ball and 2 red balls.
Box B conatins 2 yellow balls and 2 red balls. Box C contains 2
yellow balls and 1 red ball. First, we randomly choose between Box
A and Box B. Then we randomly choose a ball from the selected box
and put the ball into Box C. Lastly, we randomly choose a ball from
Box C.
Let E1 be the event that Box A is chosen...
We have 3 boxes. Box A contains 1 yellow ball and 2 red balls.
Box B contains 2 yellow balls and 2 red balls. Box C contains 2
yellow balls and 1 red ball. First, we randomly choose between Box
A and Box B. Then we randomly choose a ball from the selected box
and put the ball into Box C. Lastly, we randomly choose a ball from
Box C.
Let E1 be the event that Box A is chosen...
We have 3 boxes. Box A contains 1 yellow ball and 2 red balls.
Box B conatins 2 yellow balls and 2 red balls. Box C contains 2
yellow balls and 1 red ball. First, we randomly choose between Box
A and Box B. Then we randomly choose a ball from the selected box
and put the ball into Box C. Lastly, we randomly choose a ball from
Box C.
Let E1 be the event that Box A is chosen...
We have 3 boxes. Box A contains 1 yellow ball and 2 red balls.
Box B conatins 2 yellow balls and 2 red balls. Box C contains 2
yellow balls and 1 red ball. First, we randomly choose between Box
A and Box B. Then we randomly choose a ball from the selected box
and put the ball into Box C. Lastly, we randomly choose a ball from
Box C.
Let E1 be the event that Box A is chosen...
Problem 1
A box A contains 5 white and 4 black balls; another box B
contains 3 white balls and 5 black ones. 3 balls are transferred
from box A to box B and one ball is taken from box B. What is the
probability that it is white?