grid method homework

by Oxford Owl | Sep 12, 2016

How to: the grid method of multiplication

For some, maths homework is a breeze. For others, it’s a weekly chore. Just how do you engage children with something like multiplication? It’s (relatively) simple: encourage them to spot and understand the patterns. Here, former teacher and mathemagician Andrew Jeffrey shows us how to use the grid method of multiplication.

Written by Oxford Owl

Oxford Owl has been created by Oxford University Press to support children’s learning both at home and at school. Visit home.oxfordowl.co.uk for educational advice and activities.

Posted in Age , Age 5-6 , Age 7-8 , Age 9-10 , Maths , Topic

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The Grid Method Framework

The grid method is a student-centered, competency-based framework , created at the classroom level and designed to fit any teacher’s style, within any curriculum, in any classroom. most importantly, it was built to reach all students…not just some..

Explore The Grid Method Mastery Framework in the  Teach Better Academy. 

The free academy course paints an overview of the framework, its design, and the effect on student growth and success., the full academy course workshop bundle provides educators an in-depth deep dive into the framework - walking you through the design and implementation process with a detailed workbook. conclude your course with a fully designed, student ready grid., the "building a grid live series" was originally aired as a live production in 2021 with grid method creator chad ostrowski. during each session, he was joined by a classroom educator from 1:1 coaching and feedback. you can access each discussion in a free course in the academy..

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BUILDING A GRID:

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TRADITIONAL GRID EXAMPLES

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The Grid Method FAQ Series

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Free Grid Method Multiplication worksheet

Grid method multiplication resource description, we love to get your feedback:, multiplication grid method.

The Cazoom Math Teaching Resource on Long Multiplication Grid Method is an invaluable tool for school teachers and parents seeking to enhance their students' understanding of math. This printable PDF resource is designed to simplify the concept of long multiplication, making it accessible and engaging for students. With a clear focus on the school curriculum, it targets key grade levels, ensuring that the content is age-appropriate and relevant.

What is the Long Multiplication Grid Method?

The Long Multiplication Grid Method resource offers a structured approach to teaching long multiplication. It breaks down the multiplication process into manageable steps, using a grid format to help students visualize the multiplication of larger numbers. This method is particularly effective for students who are visual learners, as it allows them to see the components of the problem clearly.

Importance of Long Multiplication in Real Life

Long multiplication is a fundamental skill in math, essential for solving complex problems in real-world scenarios. From financial planning to engineering calculations, the ability to multiply larger numbers accurately is crucial. Teaching this skill effectively prepares students for future challenges, fostering their problem-solving abilities and confidence in handling numerical data.

Why This Teaching Resource is Helpful for Learning

This teaching resource is crafted to support learners in mastering long multiplication through a step-by-step guide, presented in a clear and concise manner. It is beneficial for learning because it offers a visual representation of the multiplication process, which aids in comprehension and retention. Additionally, the resource is available as a free PDF printable, making it easily accessible for teachers and parents to use in the classroom or at home. By incorporating this resource into their teaching strategies, educators can provide their students with a solid foundation in math, enhancing their skills and building their confidence in the subject.

Also, have a look at our wide range of worksheets that are specifically curated to help your students practice their skills in Multiplication . These teaching resources and worksheets are in PDF format and can be downloaded easily.

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What is the Grid Method?

• Teaching Strategies, Tactics, and Methods

What is the Grid Method of multiplication?

The grid method is taught at school because it makes multiplying numbers easier by breaking them into their constituent values and multiplying them step-by-step.

How can the grid method make multiplying numbers easier?

Multiplication with the grid method makes tricky sums seem much less daunting, making it easier for pupils to follow a process.

The grid method is popular with many teachers because it introduces children to multiplication involving more significant numbers using what they already know about the operation.

Multiplying a one-digit number by a two-digit number

All grid multiplication questions will be laid out in a box like the one below. The table might have more rows and columns depending on your multiplying numbers. The larger the numbers, the more rows and columns you’ll have.

Now, let’s look into an example to make it easier to understand how to use the grid method of multiplication.

Example: let’s find the answer to 26 x 5.

• To put the numbers in the grid, you first must know that 26 is made of 20 and 6. Therefore, the 20 would go in the TENS column, the 6 would go in the horizontal UNITS column, and the 5 would go in the vertical UNITS column. See the table below for how these are laid out.
• You would then multiply the 20 by the 5, and write the answer (100) in the column below.
• Next, you would do the same with the 6 and the 5, to get the answer 30.
• Finally, add the two answers together to get the final answer to the original sum.

This method of multiplication is usually introduced to children in year 3. By then, children should be able to recognize the place value of each digit in one-, two-, and three-digit numbers. It includes being able to partition these numbers.

How to multiply a two-digit number by a two-digit number with the grid method

Children will start to move on to multiplying two-digit numbers by other two-digit numbers in years 4 and 5.

Before you start teaching them to use the grid method for these slightly more advanced multiplications, you should first check that they:

• have a solid understanding of times tables;
• can multiply any number by 10;
• can multiply one-digit numbers by multiples of 10 (for example, 6 x 20, 8 x 70, and so on);
• can multiply two multiples of 10 (for instance, 40 x 90);
• can reliably add four numbers, some of which are three-digit.
• Break down the first number into tens and units and write it down in the grid.
• Similarly, break down the second number into tens and units.
• Now, time to multiply the numbers! Multiply the tens and units of the first number by the tens and units of the second.
• Find the total of the numbers you got by multiplying. For the example above, you should add 200 + 80 + 60 + 24. It results in 364 as the answer to the calculation 14 × 26.

How to multiply a three-digit number by a one-digit number with the grid method

• Break down the number into hundreds, tens, and units, and put both numbers into a grid.
• Multiply each digit in the first number by the second number.
• Find the total of the three numbers you got by multiplying.

How to multiply a three or four-digit number by a two-digit number with the grid method

• Break down the first number into thousands, hundreds, tens, and units.
• Break down the second number into tens and units.
• Find the total of the numbers you got by multiplying.

Children will learn the column multiplication method for multiplying numbers this big as they grow in competence.

How to multiply a decimal by a one-digit number with the grid method

Let’s use the example 4 x 6.3.

• Break down the number of units and tenths and put both numbers into a grid.
• Multiply each digit in the first number by the second number. In this case: 4 x 6 = 24 4 x 0.3 = 1.2
• Find the total of the two numbers you got by multiplying. So that means our answer is: 24 + 1.2 = 25.2

Multiplying amounts of money with the grid method

Multiplying an amount of money with the grid method is similar to the example above, so let’s reword the question, so it reads like a typical money word problem:

James is going to the cinema with his three friends.

Each cinema ticket costs £6.30.

How much will four cinema tickets cost altogether?

Follow the same steps above. In addition, you must remember to include your £ sign in your answer and add an extra zero at the end if necessary to get £25.20.

Add an extra column in your grid if the cinema tickets cost £6.35 instead of £6.30. Remember, we’ll be dealing in hundredths this time, so it’ll be 0.05.

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