Question text
Suppose that you have four pieces of fruit in a basket: an orange, an apple, a banana, and a pineapple. You are going to remove a piece of fruit from the basket randomly. What is the probability that you will take an apple from the basket?
Select one:
a. 0.25
c. 0.75
d. 1.00
Question text Suppose that you have four pieces of fruit in a basket: an orange, an...
A basket contains six apples and four peaches. You randomly select one piece of fruit and eat it. Then you randomly select another piece of fruit. The first piece of fruit is an apple and the second piece is a peach. Find the probability of this occuring. A Question Progress A. B. 56 OC. D.IS O Reset Selection
Suppose you are shopping for fruit at the grocery store. There are apples, bananas and oranges. In how many ways can you buy 10 items of fruit? For example, you can buy 5 bananas, 3 oranges, and 2 apples; you could also buy 10 bananas and 0 apples and oranges. In how many ways can you buy 10 items of fruit, where you have to have at least one banana, one orange, and one apple?
Red Orange Yellow Green Purple Total 1046. 1066 977 1029 969 5087 Suppose you are going to randomly select two Skittles from the bag YOU purchased. (a) What is the probability that both Skittles are purple if you select them with replacement? Give your answer correct to four decimal places. (4 points) (b) What is the probability that both Skittles are purple if you select them without replacement? Give your answer correct to four decimal places. (4 points) (c)...
Question 3: You want to prepare a fruit punch by mixing your apple juice with some pineapple juice and water. 1. You want the punch to contain 40 mg of glucose from the apple juice. Which volume of apple juice should you measure? Show your calculations below. 2. You now want to add water to bring the volume to a final volume of 50 mL. How much water do you need to add? Show your calculations below. 3. You are...
Suppose you have two urns with poker chips in them. Urn I
contains two red chips and four white chips.
Urn II contains three red chips and one white chip. You randomly
select one chip from urn I and put
it into urn II. Then you randomly select a chip from urn II. What
is the probability that the chip you
select from urn II is red?
Suppose you have two urns with poker chips in them. Urn I contains...
Answer the 2nd Question
QUESTION 4 You have two homozygous tangerine trees, one has fruit with six segments and the other has fruit with 10 segments. When you cross these trees, the F1 plants all have fruit with 8 segments. When these F1 plants are crossed to each other. nts in the F2 vary from ones that have fruit with four segments to those that have fruit with 12 segments. If you make the assumption that all of the variation...
2 pts Question 12 You have the six pieces of metal listed below, plus a beaker of water containing 300 g of water. The water temperature is 21.0 °C and its specific heat is 4.184 J/g.°C. Metal Specific heat (J/g.°c) Mass (g) 1. AI 0.9002 100.0 2. AI 0.9002 50.0 3. Au 0.1289 100.0 4. Au 0.1289 50.0 5. Zn 0.3860 100.0 6. Zn 0.3860 50.0 In an experiment, you are asked to select one piece of metal and heat...
Suppose you have 3 bags containing only apples and oranges. Bag A has 2 apples and 4 oranges, bag B has 8 apples and 4 oranges, and bag C has 1 apple and 3 oranges. You pick 1 fruit (at random) from each bag. a) What is the probability that you picked exactly 2 apples? b) Suppose you picked 2 apples but forgot which bag they came from. What is the probability that you picked an apple from bag A?
Question text Suppose that 30% of the students at your school attended a student union meeting and 25% of the students attended a faculty meeting. Also, assume that 20% of the total students attended both meetings. What is the probability that a student attended at least the student union meeting or the faculty meeting, when you consider that these two events are not mutually exclusive? Select one: a. 0.10 b. 0.25 c. 0.35 d. 0.55
5. (3 points) You have 16 pieces of candy to distribute to 7 people (all persons are distinguishable from one another). How many ways are there to distribute the candy if -each piece of candy is different? -each piece of candy is identical? -each piece of candy is identical and four people get at least one piece of candy each, while the three remaining people get none
5. (3 points) You have 16 pieces of candy to distribute to 7...