Division Facts Up To 12: Find The Missing Number
Subject: Math
Grade: Third grade
Topic: Division Fluency Up To 12

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Welcome to Division: Sharing Equally – What is division? – Division is splitting into equal parts or groups – Division facts up to 12 – Learn division tables like 2÷1=2, 4÷2=2 – Division in daily life – Use division for equal sharing like slices of pizza – Practice finding missing numbers | This slide introduces the concept of division to third-grade students, emphasizing its role in creating equal groups. Begin by explaining division as a way to share things equally, such as dividing treats among friends. Highlight the importance of knowing division facts up to 12, which is foundational for their math fluency. Relate division to everyday life by giving examples such as dividing a pizza into equal slices so everyone gets the same amount. Encourage students to practice with examples and prepare them for an activity where they will find missing numbers in division equations. This practical approach helps students see the relevance of division in their daily lives and engages them in learning.
Understanding Division – Division is sharing equally – Imagine sharing 12 cookies with 4 friends evenly – How many times one number fits into another – If you have 12 cookies, how many times can you give 4 cookies away? – Key Terms: Dividend, Divisor, Quotient – Dividend is total cookies, Divisor is friends, Quotient is cookies each friend gets – Finding the missing number – Use division to solve puzzles like 12 ÷ ? = 3 | This slide introduces the concept of division to third-grade students by relating it to a relatable scenario of sharing cookies with friends. Explain that division is a way to see how many times a number (divisor) can fit into another number (dividend) and the answer we get is called the quotient. Use real-life examples to illustrate these terms. For instance, if you have 12 cookies and want to share them with 4 friends, how many cookies does each friend get? This is 12 (dividend) divided by 4 (divisor), which equals 3 (quotient). Encourage students to think of division as a fun puzzle where they sometimes need to find the missing number (divisor or dividend) that makes the equation true.
Mastering Division Facts Up to 12 – Memorize division facts for speed – Examples: Division facts in action – 12 ÷ 4 = ?, 9 ÷ 3 = ? What’s the answer? – Multiplication: Division’s partner – If 4 x 3 = 12, then 12 ÷ 3 = ? – Practice finding missing numbers – Use multiplication to solve 8 ÷ ? = 4 | This slide aims to reinforce the importance of memorizing division facts to enhance problem-solving speed. Provide clear examples of division facts, such as 12 divided by 4, and ask students to solve them. Highlight the relationship between multiplication and division, showing how knowing one can help with the other. Encourage students to practice with different numbers to find the missing number in a division equation. Activities can include timed drills, peer quizzes, and using manipulatives to visualize the problems. The goal is to build fluency in division facts up to 12.
Division Detectives: Finding the Missing Number – Division as a mystery-solving – Steps to find the missing number – Look at the numbers you have, divide or multiply to find the missing one – Practice with example problems – Example: 24 ÷ ? = 8. What number makes this true? – Share your solutions with the class | This slide introduces the concept of finding the missing number in a division sentence as a fun detective activity. Emphasize that division is about evenly splitting a number into smaller groups and sometimes we need to find one of the missing parts of the equation. Guide the students through the process of finding the missing number by using multiplication or reverse division. Provide several examples for the students to solve, such as 24 ÷ ? = 8, and ask them to think about what number times 8 equals 24. Encourage students to share their answers and methods with the class to foster a collaborative learning environment. This activity will help reinforce their division skills and understanding of the relationship between multiplication and division.
Let’s Practice Division Together! – Solve 24 ÷ ? = 8 – What number times 8 equals 24? – Find the missing number: ? ÷ 6 = 5 – What number times 5 equals 30? – Group practice with more problems – Understanding division facts – Division is splitting into equal parts or groups | This slide is designed for interactive class practice on division facts up to 12. Start with the first example problem by asking students what number multiplied by 8 will give 24. This helps them understand the inverse relationship between multiplication and division. For the second problem, guide them to multiply 5 by 6 to find the missing number. After solving these examples, engage the class in group practice with additional problems to reinforce their understanding. Emphasize the concept of division as making equal groups or splitting into equal parts. Encourage students to use multiplication facts they already know to find the missing numbers in division problems.
Division Games: Sharpen Your Skills – Engage with ‘Divide and Conquer’ – Learn game rules – Follow the instructions to divide numbers correctly – Strategies to win – Use division facts to outsmart opponents – Practice division facts up to 12 – Find the missing number in division sentences | This slide introduces ‘Divide and Conquer’, an interactive game to help students practice and reinforce their division skills. The game is designed to make learning division facts up to 12 fun and engaging. Teachers should explain the rules clearly and demonstrate a round of the game to ensure understanding. Encourage students to use strategies such as memorizing division facts and applying them quickly to win. Provide examples of division problems and guide students on how to find the missing number. Possible activities include: 1) Pairing up students to play against each other, 2) Setting up stations with different division challenges, 3) Organizing a class tournament with ‘Divide and Conquer’, 4) Using flashcards to practice division facts before playing, 5) Having students create their own division problems for peers to solve during the game.
Class Activity: Division Detectives – Become a Division Detective! – Find missing numbers in division cases – Use division facts up to 12 to find the unknowns – Work in teams to solve mysteries – Collaborate and discuss strategies with peers – Share your solutions with the class – Explain how you solved the division cases | In this engaging class activity, students will work in small groups to apply their knowledge of division facts up to 12. Each group will receive a set of ‘Division Cases’ where they must find the missing numbers. Encourage teamwork and discussion as they act as ‘Division Detectives’ to solve the mysteries. Provide guidance on using division strategies such as equal sharing and repeated subtraction. After solving the cases, each team will present their solutions and explain their reasoning to the class. This activity promotes collaborative learning and reinforces division fluency. Possible variations of the activity could include timed challenges, creating their own division cases, or incorporating word problems to add complexity.
Wrapping Up: Division Facts Mastery – Review of division facts up to 12 – Daily practice is key to success – Homework: Division Detective Worksheet – Solve the worksheet to become a division detective – Be prepared to discuss answers – Think about the strategies used to find missing numbers | As we conclude today’s lesson on division facts up to 12, it’s important to recap the main points and emphasize the importance of daily practice to reinforce the students’ fluency in division. For homework, students will complete the Division Detective Worksheet, which is designed to challenge their understanding and help them apply the concepts learned in class. Encourage students to use the strategies discussed in class to find the missing numbers in each division fact. In the next class, we will review the homework, discuss any challenges faced, and celebrate the students’ successes as they become more confident in their division skills.

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