Here you will find our huge selection of worksheets that solely focus on teaching students their basic addition skills. We hope that by the end of this topic, students have all the basic terminology for addition down cold. It will really help them later on down the road. As you advance into higher ranks of more advanced work, this is the foundation that you will build up from. Start with the most basic of skills and progress to the larger values to make a smooth transition to word problems and algebra. We feature over 250 worksheets on this skill alone below. As you scroll down, the topics become more difficult.

### Get Free Worksheets In Your Inbox!

#### Click the buttons to be transported to all the pages for that topic.

We work with fixed numbers to help improve our skills.

## Number Lines

This is probably where I would start students when introducing this skill.

## Math Facts

We focus solely on sums that should be mental math by the time you reach the primary level.

## Visual Sums

This is the secondary progression for this skill. Attach values to objects.

## Single Digits

The most basic of all these sheets.

## Single and Double Digits

These can be memorized to make them automatic for you.

This helps students learn how find sums where you will need to regroup values.

## The Commutative Property

This shows you that you can move integers around on each side of the equals sign to help you organize your thoughts.

## Double Digits

This can result in a double carry often.

## Double and Triple Digit

A great place to start working on carrying and regrouping values.

You are given a set value and now they want you to pop on another ten.

This is a very common skill that carries into the middle levels.

## 4 to 4 Digit

Quadruple place value can be found in both numbers that we are summing together.

## 4-5 Digit with 5 Digit

We learn to find the sum of large values by lining up the place values.

Most of these problems will be carrying values to thousands place.

This is something that you will regularly need to do for most jobs.

They are mostly composed of double- and triple-digit values, but there are three values to work with always.

## Math Trail Puzzles

You need to determine where the trail leads and what values will follow in that path.

## Missing Numbers

This is a great way to introduce algebra to students. There are fixed sums with missing values somewhere along the line.

## Mixed Digit Review

Worksheets to help you practice all types of this skill. A great way to hone your skills.

## Numbers Grids

These are great activities to review all your math facts in a fun way.

## Puzzles

Students love practicing using this series of worksheets.

We help students learn how to find missing ends to complete sums.

All of these problems involve sums to some extent.

## Printable Flashcards with 2s

On with the deuces!

## Printable Flashcards with 3s

Get your thing going with these works.

## Printable Flashcards with 4s

These were helpful when I started as a student.

## Printable Flashcards with 5s

I encourage you to practice these along with skip counting.

## Printable Flashcards with 6s

If students have trouble with these, I just tell them to add three twice.

## Printable Flashcards with 7s

These are usually the most difficult for students to master.

## Printable Flashcards with 8s

You can break this into three and five to help you chug along.

## Printable Flashcards with 9s

Go up to ten and then go one backwards.

## Printable Flashcards with 10s

Just add a one to the second-place value.

## Printable Flashcards with 0s

Nothing changes here. Zero is the state of normal.

## What is the Progression of Learning Addition?

Finding the sum of two integers is literally the origin of basic math. This is such a fundamental skill to function in any society these days. One thing teachers will often forget is that addition leads to a students’ impression on the topic of math itself. If they struggle, they find math too demanding and difficult. Help students have a great deal of success with this topic by stressing the importance of knowing your math facts. The use of flashcards will definitely make your job easier. The main thing that we stress here is to practice over and over. The more time you spend with these topics, the quicker and more accurate you will become.

Addition is a fundamental arithmetic skill that helps children develop a strong foundation for more complex mathematical concepts. Although this math operation is often one of the first skills taught to young children, it is essential to understand that the progression of learning addition varies depending on the child's abilities and needs.

What is It? Why Should You Learn?

Addition is one of the four basic operations in mathematics, along with subtraction, multiplication, and division. It is typically thought of as combining two numbers to get the third number, although there are other ways to think about it. For example, addition can be considered as putting things together or joining them together.

There are many reasons why you learn addition:

• One reason is that it is a building block for other concepts in mathematics. For example, if you want to learn about multiplication, you must first understand addition.
• Additionally, understanding this basic operation can help you with problem-solving in everyday life. For example, if you want to know how much money you have after you spend some, you need to be able to do an addition.
• The addition is also an excellent way to practice your number sense. This is the ability to understand numbers and what they represent. When you add two numbers together, you are using your number sense to figure out what the answer should be.
• This can be helpful in other areas of life, such as when you are shopping and need to figure out how much change you should get back.

The Process of Combining Two Groups of Objects

One of the earliest stages of learning addition is understanding that addition combines two groups of objects to find the total number of objects in both groups. This understanding is often first demonstrated through simple counting games and activities. As children develop a stronger understanding of addition, they will start to use addends, or the numbers that are being added together, to solve problems.

Children will also begin to understand what addition looks like on a number line. This understanding is essential because it helps children visualize the addition process and see that addition can be done differently (e.g., starting at different points on the number line).

2. Use It to Solve Problem

As children understand addition, they will start to use addition to solve problems involving more than two numbers. This understanding is often first demonstrated through addition stories or word problems. In addition, children will begin to understand the commutative property of addition, which states that the order of the addends does not affect the sum. For example, 3 + 5 = 5 + 3.

3. Building Fluency

Eventually, children will develop fluency addition, which means they can solve problems quickly and accurately. This understanding is often demonstrated through addition facts or memorizing the answers to addition problems such as 2 + 2 = 4. In addition, children will begin to understand the associative property of addition, which states that the order of the numbers added does not affect the sum. For example, (2 + 3) + 4 = 2 + (3 + 4).

Wrapping Up

The progression of learning addition varies depending on the child's abilities and needs. However, children need to progress through each stage to develop a strong understanding of this fundamental arithmetic skill.