Social Story: Pass the Basketball
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Social story by Seth Tiffany designed for use with children with autism spectrum disorder to teach basketball skills.
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Social story: Taking Turns in Basketball
Social story by Olivia Dalismer designed for children with autism spectrum disorder to explain how to take turns in basketball drills.
Subtraction with Regrouping
This document provides instructions for subtracting numbers with regrouping in 3 steps:
1. Write the minuend and subtrahend in columns
2. Begin subtracting from right to left, borrowing from the place value to the left when needed
3. Check the answer by adding the difference and subtrahend
It then works through two examples step-by-step to demonstrate the process of regrouping when subtracting numbers.
Football soccer
Soccer was invented in the universities of England in the 19th century as an attempt to standardize different football codes. It is played between two teams of 11 players who use their feet and legs to pass a spherical ball into the opposing team's goal. The positions in soccer include the goalkeeper, defenders, midfielders, and forwards. Games last 90 minutes divided into two 45-minute halves with a 15-minute break. Fouls are penalized by free kicks and the aim is to score more goals than the opposing team within the time period.
[BoardgameVN] Luật chơi 11 Nimmt!
Link chi tiết: http://boardgame.vn/all-games/11-nimmt-81
11 nimmt là một card game nằm trong gia đình của thể loại bài đầu trâu nổi tiếng 6 nimmt! Có một số điểm khác biệt tạo ra thú vị ở phiên bản này, bên cạnh những nét giống với các trò khác trong cùng sê-ri giải trí này.
Word problems
This document provides an overview of the Singapore Math bar modeling strategy for addition, subtraction, multiplication, and division word problems. It explains how to use part-whole and comparison models to represent word problem situations visually with bars. It also provides an example of using these models to solve a multi-step word problem from a 5th grade Singapore textbook, demonstrating how to set up and solve the problem using the bar model representations.
Ratios and Fractions
Slide 1: Introduction
Slide 2-3: What is Ratio?
Ratio is a comparison of two numbers by division.
Or
Relationship between two numbers by division.
Slide 4-6: Difference between ratios and fractions
Mathematically, ratios and fractions are the Same Thing.
Slide 7: Applications of Ratios
Ratios are used all the time to represent all sorts of things in real world situations.
Slide 8-13: Ratio Problems and Solving Techniques
Example: 1 There are 3 oranges in a bowl containing 12 pieces of fruit. What is the ratio of oranges to the total amount of fruit?
Solution: The ratio of oranges to total fruit would be 1:4
Example: 2 There are 120 boys and 180 girls in a classroom. What is the ratio of boys to girls?
Solution: The ratio of boys to girls would be 2:3
Slide 14: Thank You
Addition within 100
This document provides instruction on adding two-digit numbers. It explains the formal algorithm for addition by adding the ones and tens places separately, including renaming when the ones place exceeds 9. An example problem of 31 + 20 is worked out step-by-step. It also gives a two-step word problem about Mrs. Tan and Mrs. Lee baking pies that is solved using addition. The goal is to teach students how to add two-digit numbers and solve word problems involving addition.
Greater than lesser than
This document discusses mathematical comparisons using greater than, less than, and equals to symbols. It provides examples of each comparison, such as 9 being less than 10, 18 being equal to 18, and 2016 being greater than 10. It also asks questions comparing quantities in different sets using these symbols, such as whether a set with 1 item has less trees than a set with 3 trees.
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Subtraction with Regrouping
This document provides instructions for subtracting numbers with regrouping in 3 steps:
1. Write the minuend and subtrahend in columns
2. Begin subtracting from right to left, borrowing from the place value to the left when needed
3. Check the answer by adding the difference and subtrahend
It then works through two examples step-by-step to demonstrate the process of regrouping when subtracting numbers.
Football soccer
Soccer was invented in the universities of England in the 19th century as an attempt to standardize different football codes. It is played between two teams of 11 players who use their feet and legs to pass a spherical ball into the opposing team's goal. The positions in soccer include the goalkeeper, defenders, midfielders, and forwards. Games last 90 minutes divided into two 45-minute halves with a 15-minute break. Fouls are penalized by free kicks and the aim is to score more goals than the opposing team within the time period.
[BoardgameVN] Luật chơi 11 Nimmt!
Link chi tiết: http://boardgame.vn/all-games/11-nimmt-81
11 nimmt là một card game nằm trong gia đình của thể loại bài đầu trâu nổi tiếng 6 nimmt! Có một số điểm khác biệt tạo ra thú vị ở phiên bản này, bên cạnh những nét giống với các trò khác trong cùng sê-ri giải trí này.
Word problems
This document provides an overview of the Singapore Math bar modeling strategy for addition, subtraction, multiplication, and division word problems. It explains how to use part-whole and comparison models to represent word problem situations visually with bars. It also provides an example of using these models to solve a multi-step word problem from a 5th grade Singapore textbook, demonstrating how to set up and solve the problem using the bar model representations.
Ratios and Fractions
Slide 1: Introduction
Slide 2-3: What is Ratio?
Ratio is a comparison of two numbers by division.
Or
Relationship between two numbers by division.
Slide 4-6: Difference between ratios and fractions
Mathematically, ratios and fractions are the Same Thing.
Slide 7: Applications of Ratios
Ratios are used all the time to represent all sorts of things in real world situations.
Slide 8-13: Ratio Problems and Solving Techniques
Example: 1 There are 3 oranges in a bowl containing 12 pieces of fruit. What is the ratio of oranges to the total amount of fruit?
Solution: The ratio of oranges to total fruit would be 1:4
Example: 2 There are 120 boys and 180 girls in a classroom. What is the ratio of boys to girls?
Solution: The ratio of boys to girls would be 2:3
Slide 14: Thank You
Addition within 100
This document provides instruction on adding two-digit numbers. It explains the formal algorithm for addition by adding the ones and tens places separately, including renaming when the ones place exceeds 9. An example problem of 31 + 20 is worked out step-by-step. It also gives a two-step word problem about Mrs. Tan and Mrs. Lee baking pies that is solved using addition. The goal is to teach students how to add two-digit numbers and solve word problems involving addition.
Greater than lesser than
This document discusses mathematical comparisons using greater than, less than, and equals to symbols. It provides examples of each comparison, such as 9 being less than 10, 18 being equal to 18, and 2016 being greater than 10. It also asks questions comparing quantities in different sets using these symbols, such as whether a set with 1 item has less trees than a set with 3 trees.
The games of my grandparents
Hide-and-seek, tag, and broken telephone are described as traditional playground games from Bulgaria. In hide-and-seek, one player counts while others hide and try to touch a designated "home base" without being tagged. In tag, players chase each other trying to touch other players. Broken telephone involves whispering a word down a line of children and seeing how it changes by the end.
Volleyball power point
Volleyball is a sport that was created in 1895 by William Morgan and has since grown significantly worldwide. It involves 6 players per team in specific positions who can hit the ball three times over the net before it must be returned. The objective is to score points by grounding the ball on the opponent's side of the court or causing the opponent to commit a violation such as carrying or touching the net. The rules also specify equipment requirements, court dimensions, and safety guidelines for playing volleyball.
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This document outlines the positions of a baseball team, including the pitcher, first baseman, second baseman, third baseman, shortstop, left fielder, center fielder, right fielder, and designated hitter.
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This document provides steps for estimating the sum of two or more numbers by rounding the addends. It explains that rounding the addends allows you to determine the place value of the estimated sum. Examples are provided to demonstrate rounding addends with ones and tens places to then solve the estimate and identify the place value of the actual sum. Additional practice problems apply these steps and show the estimated place value of the answer.
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The document discusses comparing fractions and determining which fraction is bigger. It explains that if the denominators are the same, the fraction with the largest numerator is the biggest. It provides examples of comparing different fractions involving chocolate and broccoli and identifying the larger of two fractions.
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Volleyball is a sport that was created in 1895 by William Morgan and has since grown significantly worldwide. It involves 6 players per team in specific positions who can hit the ball three times over the net before it must be returned. The objective is to score points by grounding the ball on the opponent's side of the court or causing the opponent to commit a violation such as carrying or touching the net. The rules also specify equipment requirements, court dimensions, and safety guidelines for playing volleyball.
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This document outlines the positions of a baseball team, including the pitcher, first baseman, second baseman, third baseman, shortstop, left fielder, center fielder, right fielder, and designated hitter.
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2 Percents
The document provides information about calculating percentages. It defines percent as parts out of 100 and explains that percent problems involve solving for the percent, whole, or part. It demonstrates how to change percents to decimals and decimals to percents by moving the decimal point. The document uses examples and guided practice problems to illustrate how to set up and solve percent problems using a percent pyramid diagram. It emphasizes understanding what each number represents and whether to multiply or divide to solve the problem.
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The document discusses comparing fractions and determining which fraction is bigger. It explains that if the denominators are the same, the fraction with the largest numerator is the biggest. It provides examples of comparing different fractions involving chocolate and broccoli and identifying the larger of two fractions.
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This document discusses how numbers are represented and understood. It explains that numbers can be written out in words or shown using digits. When writing out two or three digit numbers, the place value of each digit is identified, with the first digit representing tens, the second units, and so on. Larger numbers can be partitioned into thousands, millions and beyond. Reading large numbers out loud involves stating the value of each group of three digits separated by commas.
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Parents make sure that the child is paying special attention to spellings of certain numbers. But if the child doesn't get it right the first time, then don't worry. Even grown-ups, many a time, have difficulty in spellings of 90, 14, and so on.
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Basketball is a team sport played by two teams of five players each. The objective is to score more points than the opposing team by shooting a ball through a hoop mounted 10 feet high. Players advance the ball by dribbling or passing to teammates, while physical contact is not permitted. Each team has specialized positions of point guard, shooting guard, small forward, power forward, and center that have distinct offensive and defensive roles. The basketball court has standardized measurements and markings that define the playing area and zones for shooting.
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A Visual Guide to 1 Samuel | A Tale of Two Hearts
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Mule event processing models | MuleSoft Mysore Meetup #47
Event Link:- https://meetups.mulesoft.com/events/details/mulesoft-mysore-presents-mule-event-processing-models/
Agenda
● What is event processing in MuleSoft?
● Types of event processing models in Mule 4
● Distinction between the reactive, parallel, blocking & non-blocking processing
For Upcoming Meetups Join Mysore Meetup Group - https://meetups.mulesoft.com/mysore/YouTube:- youtube.com/@mulesoftmysore
Mysore WhatsApp group:- https://chat.whatsapp.com/EhqtHtCC75vCAX7gaO842N
Speaker:-
Shivani Yasaswi - https://www.linkedin.com/in/shivaniyasaswi/
Organizers:-
Shubham Chaurasia - https://www.linkedin.com/in/shubhamchaurasia1/
Giridhar Meka - https://www.linkedin.com/in/giridharmeka
Priya Shaw - https://www.linkedin.com/in/priya-shaw
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Leveraging Generative AI to Drive Nonprofit Innovation
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Social Story: Pass the Basketball
- 1. Pass the Ball How to be a good Teammate
- 2. This is Kevin and he likes to play basketball.
- 3. Kevin likes to score a lot of points.
- 4. He can be a ball hog sometimes. That means he doesn’t like to pass the ball.
- 5. His teammates get upset when he doesn’t pass the ball.
- 6. When Kevin’s teammates get mad, they don’t play like a team.
- 7. When they don’t play like a team, they get confused on the court.
- 8. If Kevin shoots the ball when he isn’t open, the other team can block the ball.
- 9. That’s why it’s important to pass the ball when he’s not open.
- 10. It also gives Kevin’s teammates a chance to score points, too.
- 11. If Kevin passes the ball more, his teammates will pass the ball back.
- 12. When Kevin is open to shoot the ball, he is more likely to get the points.
- 13. Basketball is more fun when you share the ball.