# 2 Digit Place Value Worksheets

### About These 15 Worksheets

Have you ever thought about why we use different places to represent numbers? For instance, in the number 47, why is the ‘4’ in the tens place and the ‘7’ in the ones place? Or how do we know that 50 is more significant than 5? To understand all of these concepts, we use something known as place value, and one of the best ways to learn and practice place value is by using 2 Digit Place Value Worksheets.

These worksheets were developed to help students like you understand the value each digit holds in a two-digit number. For instance, in the number ’25,’ the ‘2’ stands for two tens (or 20), and the ‘5’ stands for five ones (or 5). So, the total is 20+5, which equals 25!

Understanding place value is like learning the foundation of a building. Just as a building needs a sturdy base to stand strong, your math skills need a solid understanding of place value to flourish. By practicing with 2 Digit Place Value Worksheets, you will understand the value each digit has depending on its position in the number. This understanding is important for your math journey because it will help you to solve more complex problems in addition, subtraction, multiplication, and division.

Here are some common types of activities found in two-digit place value worksheets:

**Identifying the value of each digit** – Students are presented with two-digit numbers and are required to identify the value of each digit (e.g., tens place and ones place) by writing it down or circling the correct answer.

**Writing numbers in expanded form** – Students learn to express two-digit numbers in expanded form, which involves breaking down the number into its component parts (e.g., tens and ones) and writing them as an addition expression (e.g., 20 + 5).

**Comparing and ordering numbers** – Students compare two-digit numbers and determine which one is greater or smaller. They may be asked to use the symbols >, <, or = to indicate the relationship between the numbers. Additionally, students practice arranging numbers in ascending or descending order.

**Counting and skip counting** – Students practice counting forwards and backward by specific increments, such as counting by tens or counting by fives. This helps reinforce the concept of place value and the patterns observed when counting in different intervals.

**Adding and subtracting two-digit numbers** – Students solve addition and subtraction problems involving two-digit numbers. These exercises focus on aligning digits in the correct place value positions and carrying or borrowing when necessary.

**Place value charts** – Students are provided with place value charts and asked to fill in missing digits or write the number represented by a given chart.

### How Do These Worksheets Help Students?

**Understanding Number Magnitudes** – Place value helps us understand how big or small a number is. When you use these worksheets, you’re not just learning to count from one to a hundred; you’re learning that ’50’ means five tens and zero ones, which is more than ’15,’ which is one ten and five ones.

**Basic Math Operations** – Understanding place value is crucial when you’re adding or subtracting numbers. For example, when adding 37 + 24, we need to know that we’re adding three tens (30) and seven ones (7) to two tens (20) and four ones (4). This becomes much easier once you have mastered place value.

**Better Number Sense** – With practice, you’ll develop a sense of numbers, which means you’ll instinctively understand what numbers mean and how they relate to each other. For example, you will quickly realize that 45 is smaller than 54, even though they have the same digits.

**Preparation for Higher Math** – As you grow, you will encounter larger numbers and more complex math problems. Mastery of place value in two-digit numbers prepares you to understand three-digit numbers, four-digit numbers, and so on.

**Error Detection** – Understanding place value can also help you spot errors in your calculations. If you know the value of each digit in a number, you are less likely to make mistakes when doing math operations.