EVENTS AND SAMPLE SPACE (Please Someone answer this thanks) Use either a table or a tree diagram to list down all the possible outcomes (sample space) for each situation.
1. EVENTS AND SAMPLE SPACE (Please Someone answer this thanks) Use either a table or a tree diagram to list down all the possible outcomes (sample space) for each situation.
Answer:
Step-by-step explanation:
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2. Consider the experiment of tossing a pair of dice. 1. construct a tree diagram. 2. what is the sample space
Answer:
Download mo Gauth_ Math
Step-by-step explanation:
Pa brainliest
3. which of the following does NOT belong to the group?a. Tabular b. Tree diagramc. Sample space d. Systematic listing
Answer:
D OR A...
Step-by-step explanation:
4. 12. Using tree diagram, what is sample space for a two-digit number formed the digits 1,2 and 7 with no digits to be used more than oncea. {12,17,27} c.{12,17,27,72}b.{21,71,72,12} d.{12,17,27,71,72}13.how many possible outcomes? refer question #12a.3 c.5b.4 d.6
a
d
Step-by-step explanation:
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5. Performance Task 3: Choose one situation below and illustrate the number of sample space through the indicated counting method. Write your illustration inside the space provided. You may apply creativity in this task.Situation 1: Find the number of sample space by drawing a TABLE: Choosing what to wear between two pants (Black Pants, Jeans) and the available T-shirt colors (Black, White, Brown)Situation 2: Find the number of sample space by creating a TREE DIAGRAM: Creating a combo meal in a restaurant with appetizers (soup or bread), main dishes (pasta meal or rice meal), and desserts (ice cream or brownies).pahelp po please
Answer:
Ako Rin Po kailangna ko na Rin kase sobrang hirap talaga plss give me an answer this question plss
6. consider tossing two coins a.make a tree diagram of the sample space for tossing two coins b.list the sample space.how many outcomes are there? c.what is the probability of getting exactly 2 heads?
Answer:
Each branch in a tree diagram represent a possible outcome. (i) When we throw a die, then from the tree diagram the sample space can be written as When we toss two coins, then fr om the tree diagram the sample space can be written as Write the sample space for tossing three coins using tree
Step-by-step explanation:
diagram. = {HHH. HHT, HTH, HTT, THH, THT, TTH, TTT}
7. Make a list or diagram of the number of outcomes in the following events. Write your answer on a separate sheet of paper.1. You are buying an ice cream for your younger sister. You can buy them in small and medium sizes and you can choose from flavors either chocolate, mango, and cheese. Write all the possible combinations using a tree diagram (complete the diagram). Sample Space _________________ _________________ _________________ _________________ _________________ _________________How many possible outcomes are there? ______________________3 x ______ = _______2. How many ways can the letter M, A, T, H be arranged? Sample SpaceHow many possible outcomes are there? ______________________4 x ______ = _______Brainliest Ko po makasagot ng tama
Pre Test
Medium Medium Chocolate Ice Cream
Chocolate <
Small Small Chocolate Ice Cream
Medium Medium Mango Ice Cream
START Mango<
Small Small Mango Ice Cream
Medium Medium Cheese Ice Cream
Cheese<
Small Small Cheese Ice Cream
3 × 2 = 6
Ganyan lang po gagawin madali lang
8. Performisace Task 3: Choose one situation below and illustrate the number of sample space through the indicated counting method. Write your illustration inside the space provided. You may apply creativity in this task. Situation 1: Find the number of sample space by drawing a TABLE: Choosing what to wear between two pants (Black Pants, Jeans) and the available T-shirt colors (Black, White, Brown) Situation 2: Find the number of sample space by creating a TREE DIAGRAM: Creating a combo meal in a restauran with appetizers (soup or bread), main dishes (pasta meal or rice meal), and desserts fice cream or brownies).
yan lng po sagot ko paki brainliest po okay lng kung hinde
9. 1. You are buying an ice cream for your younger sister. You can buy them in small and medium and you can choose from flavors either chocolate, mango, and cheese. Write all the possible combinations using a tree diagram (complete the diagram). Sample Space Chocolate START Mango Cheese How many possible outcomes are there? 3 x
Just merge the given samples altogether.
10. illustrates an experiment, outcome sample space and event. M8 GE-NF- Counts the number OF occurrences 야 outcome in an experiment. Ila) table (b) tree diagram (csystematic listing (d) fundamental counting principle. 178 GE-MYf-g1
Answer:
d pa ba tapos module niyo? ask lang po
11. 1. Which of the following can be used to find the number of possible outcomes in the saidactivity?a. eventb. probabilityc. sample spaced. tree diagram plz answer this..
Answer: i think is a or d
Step-by-step explanation:
Answer:
i think its B. probability
12. Pre-test Make a list or diagram of the number of outcomes in the following events. Write your answer on a separate sheet of paper. 1. You are buying an ice cream for your younger sister. You can buy them in small and medium sizes and you can choose from flavors either chocolate, mango, and cheese. Write all the possible combinations using a tree diagram (complete the diagram). Sample Space _______________ /Chocolate <_______________ / / ______________START–––——Mango <______________ \ \ __________________ \Cheese <__________________ How many possible outcomes are there? 3 x__=___
1. Chocolate< Small Chocolate Ice Cream
Medium Chocolate Ice Cream
Mango< Small Mango Ice Cream
Medium Mango Ice Cream
Cheese< Small Cheese Ice Cream
Medium Cheese Ice Cream
How many Possible Outcome are there ? 6
3x2=6
13. Additional ActivityActivity 5.Analyze the given situation and answer the given question.Situation:Mark Gideon has four different favorite types of Milk Tea. He loves Winter Melon,Mocha, and Butter Milk. He also loves two different flavors of ice cream scoop to beadded, chocolate and vanilla. If Mark Gideon is given three sizes (small, medium,large) to choose, and together with the given flavors and ice cream scoop choices,how many different Milk Tea can he create?Tasks:To solve this problem, you are going to present a tree diagram then write the samplespace S and the total number of possible outcomes n(S).Tree DiagramTH
Answer:
hope it helps
keep it up
pa brainliest po
14. A. DIRECTION: Indicate whether the statement is TRUE or FALSE 1. The closer the probablity of an event is to 1, the less likely it is to happen 2. If the probability is equal to zero, that means it can never happen 3. The probability of dependent events means that the result of the first event affects the probability of the second event 4. A tree diagram is a helpful tool to determine the number of outcomes in a sample space 5. The fundamental counting principle helps determine the number of outcomes
A. DIRECTION: Indicate whether the statement is TRUE or FALSE
1. The closer the probablity of an event is to 1, the less likely it is to happen.
→TRUE2. If the probability is equal to zero, that means it can never happen.
→TRUE3. The probability of dependent events means that the result of the first event affects the probability of the second event.
→TRUE4. A tree diagram is a helpful tool to determine the number of outcomes in a sample space.
→TRUE5. The fundamental counting principle helps determine the number of outcomes.
→TRUEExplanation:1. Probability is a number that can be assigned to outcomes and events. It always is greater than or equal to zero, and less than or equal to one.
2. An event with a probability of zero [P(E) = 0] will never occur (an impossible event). An event with a probability of one [P(E) = 1] means the event must occur (a certain event).
3. Dependent events: Two events are dependent when the outcome of the first event influences the outcome of the second event. The probability of two dependent events is the product of the probability of X and the probability of Y AFTER X occurs.
4. A tree diagram is a drawing with "line segments" pointing out all of the different possible "paths" for the outcomes. In addition to helping determine the number of outcomes in a sample space, the tree diagram can be used to determine the probability of individual outcomes within the sample space.
5. Fundamental Counting Principle Definition.
The Fundamental Counting Principle (also called the counting rule) is a way to figure out the number of outcomes in a probability problem. Basically, you multiply the events together to get the total number of outcomes.
BossGirl15. ☛ʀᴇᴘᴏʀᴛ☚• Rude Answer=ʀᴇᴘᴏʀᴛ• Wrong Answer=ʀᴇᴘᴏʀᴛ• ɴᴏɴsᴇɴse=ʀᴇᴘᴏʀᴛ• ᴄᴏᴘɪᴇᴅ=ʀᴇᴘᴏʀᴛ• ɪɴᴄᴏᴍᴘʟᴇᴛᴇ=ʀᴇᴘᴏʀᴛ➽ʙʀᴀɪɴʟɪᴇsᴛ➽• Perfect Answer=ʙʀᴀɪɴʟɪᴇsᴛ• ᴄᴏʀʀᴇᴄᴛ Answer =ʙʀᴀɪɴʟɪᴇsᴛ• ᴄᴏᴍᴘlᴇte Answer=ʙʀᴀɪɴʟɪᴇsᴛLet's Recall (Review) Complete the sample space for the experiment that consists of tossing a coin three times.TREE DIAGRAM
Answer:
Coin
/ \
T H
/ \ / \
H T H T
/ \ / \ / \ / \
TH HT HT TH
16. IOLITETUNIOWnese steps:1. List all the possible outcomes using the tree diagram.2. Determine the sample space.3. Determine the possible values of the random variables.4. Assign probability values P(X) to each of the random variable.5. Construct a probability histogram to describe the P(X).
Answer:owshie mice drop
Step-by-step explanation:
just get in the morning and the morning of the circle given the radius a better chance of a series to the cardissued same and night thing turn 20 and watch watch watch 3 2nd 3 2nd round of of at 220 with a few inches away and watch more than one night out in 2019 with the natural beauty and a fantastic way for the dance to floor to be seen by anyone in
17. Answer each question with True or False. 1. The closer the probability of an event is to 1. the less likely it is to happen. 2. If the probability is equal to zero, that means it can never happen. 3. The probability of dependent events means that the result of the first event affects the probability of the second event. 4. A tree diagram is a helpful tool to determine the number of outcomes in a sample space. 5. The fundamental counting principle helps determine the number of outcomes.
Answer:
True
Step-by-step explanation:
18. 1. Consider tossing two coins.a. Make a tree diagram of the sample space for tossing two coins.b. List the sample space. How many outcomes are there?c. What is the probability of getting exactly 2 heads?2. IP(M) = 0.35, P(N) = 0.5, and P(MAN) = 0.2. find P(MUN).3. In a mathematics seminar, 15 students are in grade 7, 10 are in grade 8, 20 are ingrade 9, and 30 are in grade 10. If a student will be chosen at random, what is theprobability of selecting a grade 10 student?
Answer:
1. C
2. 0.35 P(N)
Sorry po diko alam yong number 3
#CARRYONLEARNING
19. 24. Johnny uses a certain method of knowing the sample space shown below. What is the method he used? Math SUBJECTS Science English Filipino A. probability table B. systematic listing C. tree diagram D. Fundamental Counting Principle 25. If Caloy has 3 shirts, 2 pair of shoes, 3 pairs of socks and 4 pants, which counting method is best to use to determine the number of combinations Caloy may wear? A. probability table C. tree diagram D. Fundamental B. systematic listingNONSENSE ANSWER WILL BE REPORT
ANSWER:
24. C. Tree Diagram
25. D. Fundamental Counting Principle
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20. 1.A couple plans to have three children construct a tree diagram and list the sample space. Find the probability the couple has: a) Two girls b)At least one girl c)A girl then a boy
Answer:
Two Girls and One Boy
Step-by-step explanation:
hope it helped po
21. Nina will attend a birthday party. She needs to choose an outfit. She has 5 choices for her blouse and needs to choose among skirt, shorts, and pants. How many possible outfits does she have? Show all possible outfits using ; (a) Tree Diagram (b) Listing in a sample space
Answer:
Letter A po ang sagot
Step-by-step explanation:
A po
22. Niña has in her pocket a 1000-peso bill, a 500-peso bills, a 200-peso bill, and a 100- peso bill. He takes/draws 2 bills out of his pocket one after the other. List a sample space and illustrate with a tree diagram. How many sample points does this generate?
Answer:
28
Step-by-step explanation:
step by step explanation
23. B. systematic listing sample space possible outcomes C. tree diagram D. foundamintal counting principlesneed proper answer
Answer:
B-The sample space of a random experiment is the collection of all possible outcomes. An event associated with a random experiment is a subset of the sample space. The probability of any outcome is a number between 0 and 1. The probabilities of all the outcomes add up to 1.
C-A tree diagram is a tool in the fields of general mathematics, probability, and statistics that helps calculate the number of possible outcomes of an event or problem, and to cite those potential outcomes in an organized way.
D-The fundamental counting principle is a rule used to count the total number of possible outcomes in a situation. It states that if there are n ways of doing something, and m ways of doing another thing after that, then there are n × m n\times m n×m ways to perform both of these actions.
Step-by-step explanation:
I don't know if it's correct but if it's not,please don't spam me r something.
24. list the sample space for a three digit number formed from the digits 1 9 5 and 3 with no digit to be used more than once. use a tree diagram
Answer:
Step-by-step explanation:
25. You are buying a jumper from a shop. You have to choose a size, color and style. You can choose between small, medium or large for size; blue, pink, red or brown for color; and round-neck or V-neck for style. Using a tree diagram to represent the sample space, how many different options do you have? A.18 B.12 C.24 D.30
Answer:
A. 18
Step-by-step explanation:
26. Use a tree diagram to find the sample space for the gender of three children in a family, find the probability that two of the three children are girls.
Answer:
First Child - B
Second Child - B
Third Child - B/G
Possible Combination - BBB/BBG
27. Pasagot po ng maayos wag po sana sumagot pag hindi alam. . . Here is the menu that School canteen offers: · Rice (Plain only) · Drinks (Water and Juice) · Desserts (Banana, mango) · Viand (Chicken, Pork and Pinakbet) Answer the following: Permutation Make a tree diagram to show its sample space. Combination List down the outcomes of the sample space. Use a bullet for listing. Probability Briefly explain the importance of listing down the possible menu combination. Limit your answer to a maximum of 3 sentences.
Answer:
Answer
the following:
Permutation
Make a tree diagram to show its
sample space.
Combination
List down the outcomes of the sample
space. Use a bullet for listing.
Probability
Briefly explain the importance of listing
down the possible menu combination. Limit your answer to a maximum of 3 sentences.
28. 1. List all the possible outcomes using the tree diagram.2. Determine the sample space.3. Determine the possible values of the random variables.4. Assign probability values P(X) to each of the random variable.5. Construct a probability histogram to describe the P(X).Answer the following guide questions:1. How many possible outcomes are there?2. What composes the sample space?3. How will you describe the histogram?
Answer:
tama po yan
Step-by-step explanation:
#carryonlearning.
29. Performance Task 3: Choose one situation below and illustrate the number of sample space through the indicated counting method. Write your illustration inside the space provided. You may apply creativity in this task. Situation 1: Find the number of sample space by drawing a TABLE: Choosing what to wear between two pants (Black Pants, Jeans) and the available T-shirt colors (Black, White, Brown) Situation 2: Find the number of sample space by creating a TREE DIAGRAM: Creating a combo meal in a restaurant with appetizers (soup or bread), main dishes (pasta meal or rice meal), and desserts (ice cream or brownies).
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30. Pasagot po ng maayos wag po sana sumagot pag hindi alam. . . Here is the menu that School canteen offers: · Rice (Plain only) · Drinks (Water and Juice) · Desserts (Banana, mango) · Viand (Chicken, Pork and Pinakbet) Answer the following: Permutation Make a tree diagram to show its sample space. Combination List down the outcomes of the sample space. Use a bullet for listing. Probability Briefly explain the importance of listing down the possible menu combination. Limit your answer to a maximum of 3 sentences.
Answer:
how are you mate do you want a cup of tea
Answer:
she said answer it properly
