Looking for place value worksheets for grade 1? Check out our place value worksheets that help first-grade kids count places to hundreds.

Place value refers to the numerical value that a digit has by its position in any given number. In mathematics, every digit in a number has a place value. Depending on its position, it can be ones, tens, hundreds, thousands, and so on. In simpler terms, place value can be defined as the value represented by a digit in a number based on its position in the number.

Identifying Place Value Worksheets for Class 1

The worksheet allows first graders to understand the basics of the number system. It comprises several sheets consisting of multiple exercises to help identify and understand the place value of numbers.

Determine the place value of the underlined digit

Determine the place value of the underlined digit - place value worksheet for Grade 1

The task at hand is simple. Students need to determine the place value of the underlined digits in the numbers given below and write them in the space provided. For example, in the first question of the second sheet, the number 2 is underlined, and it is in the tens position; the correct answer to be written in the space provided is 2 tens.

Reveal the place value of the digit marked below

Reveal the place value of the digit marked in the worksheet

While tutoring your first grader, it is important to remember that it is one of the fundamental concepts of mathematics, and it is essential that it is taught in a manner that focuses on the basics. For kids who are just getting started with mathematics, our worksheets consist of exercises that focus on tens and ones only.

Find out the place value of the underlined number

Find out the place value of the underlined number

This is the fourth worksheet. You can use it to test if your student is able to discern place values correctly or not. If he is still making mistakes, try going over the basic concept of place values once again and then ask him to do these worksheets again. Learning is a time-consuming process. It requires patience and resilience.

What is the place value of the digit that is underlined?

What is the place value of the digit that is underlined - worksheet for grade 1

The final sheet provides 18 more questions for practice. Learning the difference between ones and tens place value is essential, since it is only after learning this that children can move to understand bigger place values, such as hundreds and thousands.

Assess the place value for the digit shown in the underlined

Assess the place value for the digit shown in the underlined

Understanding place value is essential for kids as it is the foundation for mathematics. Without a proper understanding of it, operations such as addition, subtraction, and others are impossible.

This video may help you to understand place value in a better way.

Box Method Multiplication | 2-Digits x 2-Digits

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Key Facts About Identifying Place Value Worksheets for Grade 1

  • Target Age & Grade Level: Specifically engineered for children aged 6 to 7 in Grade 1 / Class 1.
  • Core Curriculum Alignment: Perfectly mapped to early childhood math frameworks, aligning directly with Common Core State Standards for number base-ten (counting and composing 2-digit numbers).
  • Skills Covered: Focuses primarily on identifying the discrete values of Ones and Tens using the visual cue of underlined digits.
  • Format: Multi-page, clean, and distraction-free printable PDF worksheets featuring large fonts and ample writing space tailored for early learners’ fine motor skills.
  • Instructional Design: Utilizes a scaffolding method, moving young learners from guided examples to independent identification.

Parts, Types, and Examples of First Grade Place Value Exercises

To keep young minds engaged, our printable bundle incorporates different structural layouts that approach the concept from multiple angles:

1. Underlined Digit Identification (The Core Exercise)

Students look at a two-digit number where one digit is emphasized. They must determine if it represents a unit of ten or a single unit.

  • Example: In the number 32, the 3 is underlined. The child identifies this as 3 tens or 30.
  • Example: In the number 47, the 7 is underlined. The child identifies this as 7 ones or 7.

2. The Direct Identification Layout

Straightforward fill-in-the-blank problems designed to build rapid recognition and confidence without overwhelming visual clutter.

3. Mixed Practice Review Sheets

The final pages mix underlined ones and tens unpredictably, serving as an excellent assessment tool to verify that the student isn’t just guessing patterns.

How Do Grade 1 Place Value Worksheets Work?

These worksheets use a proven pedagogical method called targeted isolation. Instead of asking a child to do multiple math steps at once, they isolate just one skill: recognizing position.

  1. Visual Scan: The child looks at a given two-digit number.
  2. Isolate the Target: They focus specifically on the number with the line underneath it.
  3. Determine the Column: They identify whether that digit sits in the right-hand column (Ones) or the left-hand column (Tens).
  4. Translate Value: They write down the structural meaning of that number (e.g., realizing that a “5” in the tens column actually means fifty).

Benefits of Learning About Place Value in First Grade

Mastering this math milestone early pays massive dividends throughout an elementary school education. Working through these printables offers several distinct benefits:

  • Prevents “Number Blindness”: Stops children from viewing the number 45 as just a random “4” and a “5” sitting next to each other, transforming it into a cohesive concept of forty plus five.
  • Prepares for Regrouping: A rock-solid understanding of tens and ones is a strict prerequisite for learning how to “carry over” or “borrow” during multi-digit addition and subtraction in Grade 2.
  • Enhances Mental Math: Helps children easily visualize numbers in chunks of ten, accelerating their ability to add and subtract mentally.
  • Builds Number Sense: Deepens a student’s overall familiarity and comfort with the structure of our base-10 number system.

Learning Objectives

By the time a student completes this workbook bundle, they will be able to:

  • Identify and distinguish between the Tens place and the Ones place in any given two-digit number.
  • State the true mathematical value of an underlined digit (e.g., recognizing that the 2 in 24 equals twenty).
  • Demonstrate tracking accuracy by correctly moving between left-column and right-column identifications.
  • Articulate that a two-digit number is composed of bundles of tens and leftover single ones.

Worksheet Instructions

Parents and teachers can read these directions aloud to students before beginning:

“Look at each number on the page carefully. Find the digit that has a straight line drawn underneath it. Think about its home: is it in the Tens house on the left, or the Ones house on the right? Write down its place value in the empty blank line next to the number. Take your time, and remember to look closely at which number is underlined!”

Interesting Facts About Place Value

  • The Power of Ten: Our system is called a “base-10 system,” likely because early humans used their ten fingers to count!
  • A Relatively New Invention: Ancient Roman numerals (like VIII for 8 and XXIV for 24) did not use place value. The modern position system we use today was invented in India over 1,500 years ago and made math significantly easier for the world.
  • The Magic of Zero: The concept of place value is what makes the number zero so powerful. Zero acts as a placeholder, keeping other numbers in their proper columns (like turning 5 into 50!).

Vocabulary Words

To build strong math communication skills, ensure your first grader understands these key terms:

  • Digit: Any single numeral from 0 to 9 used to form a larger number. (For example, 37 is a number made of two digits: 3 and 7).
  • Place Value: The value a digit has based strictly on where it is sitting inside a number.
  • Ones Place: The column furthest to the right in a whole number, representing single items.
  • Tens Place: The column to the left of the ones place, representing groups or bundles of ten items.
  • Base-10 System: Our standard math system, where positions increase by powers of ten.

Real-Life Applications

Place value isn’t just an abstract school topic—kids see and use it in the real world every single day:

  • Handling Money: Understanding the difference between a $1 bill (ones) and a $10 bill (tens) is a direct real-world place value application.
  • Telling Time: Reading digital clocks requires tracking groups of tens on the minutes side.
  • Organizing Collections: Counting a large collection of items—like Pokémon cards, marbles, or building blocks—by sorting them into neat piles of ten.
  • Reading Scoreboards: Tracking points during video games or physical sports matches.

 

FAQs

Q1. What is Place Value?

Answer: Place value is the numerical value of a number based on its position in a number system. It is the value of the digit itself and its position relative to the decimal point. In the decimal system of numbers, each digit in a number has a specific place value, and the value of the entire number is determined by the sum of each digit and its corresponding place value. For example, the number 324 has a 3 in the hundreds place, a 2 in the tens place, and a 4 in the ones place. The place values of the three digits are 300 (3 x 100), 20 (2 x 10), and 4 (4 x 1), so the total value of the number is 324 (300 + 20 + 4).

Q2. What is the difference between ones, tens, and hundreds?

Answer: The difference between ones, tens, and hundreds is the place value of the numbers. Ones are the units of a number, tens are the tens place value, and hundreds are the hundreds place value. For example, in the number 745, 7 is in the hundreds place, 4 is in the tens place, and 5 is in the ones place.

Q3. What are the most important Place Value concepts for a Grade 1 student to learn?

Answer: The most important place value concepts for a Grade 1 student to learn are: understanding the base-10 system, counting by 1s, 10s, and 100s, recognizing place value from ones to thousands, and being able to compare and order numbers. It is also important for them to understand the concept of rounding numbers, adding and subtracting numbers, and being able to identify patterns in numbers. Lastly, they need to understand the concept of expanded form and how it can help them solve problems.

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This worksheet was crafted by the Content Team to foster academic success.

Reviewed By Kartik

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