Tony’s computer game has a three-digit secret code. The code has a 7, a 5, and a 3 in it. How many possible numbers could there be with these digits? A.1.

Slides:



Advertisements
Similar presentations
A B C In Even Head Toss, a carnival game the object is to flip a head and roll an even number. What are the favorable outcomes? H2, H4, H6 T2, T4. T6.
Advertisements

GOAL: IDENTIFY THE DIFFERENCE BETWEEN A DEPENDENT AND AN INDEPENDENT EVENT. Independent and Dependent Events.
Dealing with Data Probability. What’s the probability? What’s the probability of the spinner stopping in the yellow section. (All the sections are equal.)
Probability and Chance By: Mrs. Loyacano. It is CERTAIN that I pull out a black marble.
. Monday Dec 17 A coin is tossed 30 times. It lands 12 times on heads and 18 times on tails. What is the experimental probability of the coin landing on.
Insert Lesson Title Here 1) Joann flips a coin and gets a head. Then she rolls a 6 on a number cube. 2) You pull a black marble out of a bag. You don’t.
1 Lesson Expressing Probability. 2 Lesson Expressing Probability California Standard: Statistics, Data Analysis and Probability 3.3 Represent.
7.11 Probability, Fractions, and Spinners. Mental Math There are 5 red and 5 blue blocks in a bag. What are the chances of picking a red block? What are.
Use the above table to answer the questions about people’s favorite foods based on their age. If a person is chosen randomly, what is the probability they.
© red ©
EXPLORING PROBABILITY GRADE 3.
Two-digit Addition 2.NBT.6. Joseph likes collecting stamps. He has 24 stamps from different Asian countries, 32 stamps showing different parks in the.
Learning Target: I can… Find the probability of simple events.
Discuss With A Neighbor Look at the spinners below: If you spin each spinner one time, what is the probability that you will land on an odd number.
COUNTING OUTCOMES PERMUTATIONS & COMBINATIONS PROBABILITY REVIEW.
THEORETICAL PROBABILITY - SIMPLE EVENTS OCCURING.
Probability Independent Study Instructor: Dianne Phillips By: Jason Mitchell.
Dependent Probability. P(Yellow then Blue) = P (Pink then not blue) = P(Yellow then Yellow) = 3 32 == =
What Do You Expect Review Game. Please select a Team. May the force be with you
Holt Algebra Experimental Probability 10-5 Experimental Probability Holt Algebra 1 Warm Up Warm Up Lesson Presentation Lesson Presentation Lesson.
Aim: How do we find the probability of an event? Outcome Any one of the possible results of an event. Example: Landing on 1, 2, 3, 4, 5 or 6 when a die.
Probability Quiz SOL 6.16 Zombro/Wright. 1. Decide if the following event is Independent or Dependent Ms. Wright asked her students to pull a marble from.
Probability Review!! Ms. Drye’s 3 rd Grade Help Needed!!! Probability Pig needs your help !!!! She needs help solving lots of tricky problems. Do you.
Probability Objective: I can explore probability by predicting, comparing outcomes and recording data in multiple repetitions.
Math Project By: Tj Troup. Problem Each of three hats has colored marbles inside. The first hat has 5 green and 4 red. The second has six blue, and five.
Certain Definitely will happen Impossible Will not happen Impossible Will not happen What is the probability of picking a red tile? Is it certain or impossible.
Probability I can predict appropriate probability of a given event using words and numbers.
What is probability? How does it happen in our lives?
Warm Up Multiply. Write each fraction in simplest form. 1. 2.  Write each fraction as a decimal
Probability Trash-ball
Goin’ Fishin’ Vocabulary Review: My House What color is water? A. Green B. Blue.
Probability of Simple Events
Monkey, Monkey In the Tree. Monkey, monkey in the tree Throw the yellow coconut down to me!
Answer Question Larry tosses a fair coin 4 times. What is the probability that all 4 tosses land heads? Start.
Warm Up: Write the equivalent percent. Write the equivalent fraction.
Sounds Like a Game????? This sack contains many colorful marbles: There are 30 Marbles Total: 6 Blue Ones 3 Purple Ones 5 Red Ones 3 Orange Ones 5 Green.
Probability MOST LIKELY LEAST LIKELY PROBABLY Created by Lindsey Roberts-Walstrom West Hartford Public Schools.
Sight Words Shoesmith Kindergarten Mrs. Cranley and Mrs. Stuttley.
0-11 Probability Goal: Find the probability of an event occurring. Eligible Content: A
Probability Bingo!. When two fair dice are rolled, what is the probability of getting a sum of 5?
An urn contains 1 green, 2 red, and 3 blue marbles. Draw two without replacement. 1/6 2/6 3/6 2/5 3/5 1/5 3/5 1/5 2/5 2/30 3/30 2/30 6/30 3/30 6/30.
How likely is something to happen..  When a coin is tossed, there are two possible outcomes: heads (H) or tails (T) We say the probability of a coin.
Probability Slideshow. Probability ProbabilityProbability is the likelihood that an event will happen. Here are word you can use to describe probability:
0-11 Probability Goal: Find the probability of an event occurring.
Experimental Probability
Compound Probability.
Station 1 Julie has a stack of game cards that includes red, green, and blue cards. She draws a card and records the results. The table shows Julie’s.
Colors/Color Words.
Probability.
Election #1 Popular Vote Electoral Vote State Red Yellow
THEORETICAL PROBABILITY - SIMPLE EVENTS OCCURING
Name: _______________________________
Multiply the probability of the events together.
Colours.
Experimental Probability
Skill Review Unique has a bag of marbles. There are 4 colors of marbles: red, blue, yellow, and green. The table shows the frequencies of marbles after.
The Color Farm Tune: “Bingo”
Probability Slideshow
Experimental Probability
Can I color yellow?. Can I color yellow?
Get Ready 3 Revision 2.
What Color is it?.
©
Experimental Probability
©
© T Madas.
Experimental Probability
Rebecca Black = Monday.
Probability Word Problems
Telepathy Game.
Presentation transcript:

Tony’s computer game has a three-digit secret code. The code has a 7, a 5, and a 3 in it. How many possible numbers could there be with these digits? A.1 B.4 C.6 D.9

Tony’s computer game has a three-digit secret code. The code has a 7, a 5, and a 3 in it. How many possible numbers could there be with these digits? A.1 B.4 C.6 D.9

What is the probability that the spinner will land on red? A.2/6 B.2/8 C.3/5 D.3/8 Red Green Blue Red Yellow Red Orange Blue

What is the probability that the spinner will land on red? A.2/6 B.2/8 C.3/5 D.3/8 Red Green Blue Red Yellow Red Orange Blue

Kyle has a pocket full of marbles. He has one black, two green, three red, and two yellow. He pulls out one marble. What is the likelihood that the marble will be black? A.1 out of 1 B.1 out of 7 C.1 out of 8 D.7 out of 8

Kyle has a pocket full of marbles. He has one black, two green, three red, and two yellow. He pulls out one marble. What is the likelihood that the marble will be black? A.1 out of 1 B.1 out of 7 C.1 out of 8 D.7 out of 8

Maria wants to take some of her toys to her grandmother’s house. Maria has a video game, a stuffed animal, and a doll. How many choices does she have if she can pick 2 different items to take to her grandmother’s house? A.2 B.3 C.6 D.9

Maria wants to take some of her toys to her grandmother’s house. Maria has a video game, a stuffed animal, and a doll. How many choices does she have if she can pick 2 different items to take to her grandmother’s house? A.2 B.3 C.6 D.9