EduScize, Interactive Math Game, Eduscize Full Grade Level Kit, Grade 5

This is a perfect kit to teach a variety of math principals to your students through fun and interactive games!

Kit includes:

Ballers 

Add and subtract fractions and mixed numbers with unlike denominators: Gain proficiency in operations with fractions through hands-on activities. Use visual models and manipulatives to represent fractions and find common denominators to add and subtract fractions.

Solve word problems involving addition and subtraction of fractions: Apply fraction skills to solve real-world problems and enhance critical thinking abilities. Break down word problems into smaller steps and use models such as number lines and fraction bars to represent the problem-solving process.

Bounce-A-Pong 

Fluently multiply multi-digit whole numbers using the standard algorithm: Master the standard algorithm for multiplication to efficiently multiply multi-digit numbers. Practice applying the algorithm to solve real-world problems and develop computational fluency.

Dart Moves 

Usage of Parentheses, Brackets, or Braces in Numerical Expressions: Demonstrate proficiency in using parentheses, brackets, or braces in numerical expressions.

Writing Simple Expressions for Calculations: Write simple expressions that accurately record calculations with numbers.

Interpreting Numerical Expressions: Develop the ability to interpret numerical expressions without necessarily evaluating them, fostering a deep understanding of mathematical concepts.

Fluent Multiplication of Multi-Digit Whole Numbers: Achieve fluency in multiplying multi-digit whole numbers using the standard algorithm.

Fluent Division with Multi-Digit Dividends and 2-Digit Divisors: Master the skill of fluently dividing up to 4-digit dividends by 2-digit divisors.

Place Value-Based Strategies: Implement strategies based on place value to enhance efficiency in mathematical operations.

Properties of Operations Mastery: Apply properties of operations with precision, fostering strategic and efficient problem-solving.

Factgility

Factgility takes the stage in fifth-grade classrooms, meeting and exceeding learning targets with a focus on numerical patterns, relationships, teamwork, and critical thinking.

Numerical Pattern Generation: Empower students to skillfully generate two numerical patterns using specified rules, fostering a deeper understanding of mathematical sequences.

Relationship Identification in Function Tables: Enhance students' ability to identify relationships between corresponding terms by completing function tables or input/output tables, promoting analytical thinking.

Peer Communication Mastery: Cultivate effective communication skills within peer teams, creating a collaborative learning environment where ideas are shared and understanding is strengthened.

Critical Thinking Prowess: Elevate critical thinking skills as students engage in problem-solving within the dynamic context of the game, preparing them for real-world challenges.

Educational Excellence: Factgility in fifth grade transcends conventional learning, providing a platform for students to excel in numerical pattern generation, relationship identification, effective peer communication, and critical thinking.

Fast Facts

Fluently multiply multi-digit whole numbers using the standard algorithm: Master the standard algorithm for multiplication to efficiently multiply multi-digit numbers. Practice applying the algorithm to solve real-world problems and develop computational fluency.

Hulascize

Use parentheses, brackets, or braces in numerical expressions: Understand and apply rules for grouping symbols in numerical expressions to clarify the order of operations.

Evaluate expressions with symbols: Substitute numerical values for variables in expressions and calculate the resulting value.

Write simple expressions that record calculations with numbers: Translate real-world situations into mathematical expressions and vice versa.

Interpret numerical expressions without evaluating them: Understand the meaning of numerical expressions and interpret their components without calculating the final value."

Number-Mat-It

Multiply multi-digit whole numbers with the standard algorithm: Master the standard algorithm for multiplication to efficiently multiply multi-digit numbers.

Fluently divide: Develop fluency in division by practicing dividing multi-digit numbers efficiently.

Speed Cones

Multiply multi-digit whole numbers: Strengthen multiplication skills by multiplying multi-digit whole numbers using efficient strategies and algorithms.

Fluently divide up to 4-digit dividends and 2-digit divisors: Develop fluency in division by dividing up to 4-digit dividends by 2-digit divisors using efficient strategies and algorithms.

Tap-the-Line

Read, write, and compare decimals to the thousandths place: Extend understanding of place value to decimals and compare decimal numbers.

Round decimals up to the hundredths place: Round decimal numbers to the nearest hundredth using place value understanding.

Toss-A-Fact

• I can fluently multiply multi-digit whole numbers (e.g., 2-digit by 3-digit or 3-digit by 3-digit) using the standard algorithm, ensuring accuracy and efficiency.
• I can apply various strategies, such as partial products, long multiplication, and area models, to multiply multi-digit numbers effectively.
• I can fluently divide up to 4-digit dividends (e.g., 1000 ÷ 12) by 2-digit divisors, ensuring accurate and efficient results.
• I can explore different methods for division, including long division, short division, and using remainders or decimals, depending on the problem context.
• I can solve complex real-world division problems, such as dividing items into equal groups, distributing quantities, and calculating remainders or proportions.
• I understand the importance of place value and applying mathematical properties to ensure precision in multi-digit multiplication and division.

These skills help develop a deeper understanding of arithmetic operations and prepare students for advanced mathematical concepts.

Toss-Amals

Generate two numerical patterns using a given rule: Create and extend numerical patterns using different rules.

Use a function table or input/output table: Understand and use function tables to represent mathematical relationships.

Create a graph to show ordered pairs on a coordinate plane: Represent data and relationships graphically on a coordinate plane.

Touchdown

I can use parentheses, brackets, or braces in numerical expressions: Using parentheses, brackets, or braces in numerical expressions helps group parts of the expression to clarify the order of operations.

• Parentheses (()) are used to indicate the highest level of precedence, meaning calculations inside parentheses are performed first. For example: 5 + (3 × 2) is calculated as 5 + 6, not 8.
• Brackets ([]) and Braces ({}) are used for similar purposes, often in more complex multi-step expressions. For example: 3 + [4 × (2 + 1)] ensures that calculations within each grouping are done in the correct order.

When solving expressions, these symbols help clearly define which calculations are done first, second, and so on, making the expression easier to interpret and solving steps easier to follow.