Number Line Explorers: Finding Integers!

Math Grades 1st Grade 3:47 Video

Lesson Description

Let's learn about numbers that are whole and their opposites! We'll find them on a number line and become number explorers!

Video Resource

Locate integers on a number line

Khan Academy

Duration: 3:47
Watch on YouTube

Key Concepts

  • Integers: Whole numbers and their negative counterparts (e.g., 1, -1, 2, -2).
  • Number Line: A line that shows numbers in order.
  • Positive and Negative Numbers: Numbers greater than zero (positive) and numbers less than zero (negative).

Learning Objectives

  • Students will be able to identify integers.
  • Students will be able to locate integers on a number line.
  • Students will be able to differentiate between integers and non-integers like fractions or decimals.

Educator Instructions

  • Introduction (5 mins)
    Start by asking students what they know about numbers. Introduce the idea of a 'number line' as a path for numbers to live on. Show a basic number line with only positive whole numbers.
  • Video Viewing (7 mins)
    Play the Khan Academy video 'Locate integers on a number line'. Pause at key points to ask questions and clarify any confusion. For instance, after the definition of integers, ask 'Can someone give me an example of an integer?'
  • Guided Practice (10 mins)
    Draw a number line on the board that includes both positive and negative numbers, as well as zero. Call out numbers (integers and non-integers) and have students point to where they would go on the number line. For example, ask 'Where does 3 go?' or 'Where does -1 go?'
  • Independent Practice (8 mins)
    Give each student a worksheet with a number line and a list of numbers. Have them circle the integers and then mark their location on the number line.
  • Wrap-up (5 mins)
    Review the concept of integers and the number line. Ask students to share one thing they learned during the lesson. Briefly introduce the idea that numbers can also be in between the integers, setting the stage for future lessons on fractions and decimals.

Interactive Exercises

  • Number Line Hop
    Create a number line on the floor with tape. Call out integers, and have students hop to the correct spot on the number line.

Discussion Questions

  • What is a number line?
  • What makes a number an integer?

Skills Developed

  • Number Recognition
  • Number Sequencing
  • Critical Thinking
  • Problem-solving

Multiple Choice Questions

Question 1:

Which of these is an integer?

Correct Answer: 3

Question 2:

Where does zero (0) go on the number line?

Correct Answer: In the middle

Question 3:

Which number is bigger, 2 or 5?

Correct Answer: 5

Question 4:

Which number is less than zero?

Correct Answer: -1

Question 5:

Which of these numbers is a whole number?

Correct Answer: 1

Question 6:

Where would the number 4 go on the number line?

Correct Answer: After 0

Question 7:

If you go left on the number line from 0, what kind of numbers do you find?

Correct Answer: Negative numbers

Question 8:

What is the opposite of the number 1?

Correct Answer: -1

Question 9:

Is 2 an integer?

Correct Answer: Yes

Question 10:

Which number is closer to 0?

Correct Answer: -2

Fill in the Blank Questions

Question 1:

Numbers bigger than zero are called ________ numbers.

Correct Answer: positive

Question 2:

Numbers less than zero are called ________ numbers.

Correct Answer: negative

Question 3:

The number line helps us see where ________ go.

Correct Answer: numbers

Question 4:

Zero is in the ________ of the number line.

Correct Answer: middle

Question 5:

An integer is a ________ number.

Correct Answer: whole

Question 6:

The opposite of 3 is ________.

Correct Answer: -3

Question 7:

Going to the right on the number line makes the numbers ________.

Correct Answer: bigger

Question 8:

Going to the left on the number line makes the numbers ________.

Correct Answer: smaller

Question 9:

The number line is like a ________ for numbers.

Correct Answer: path

Question 10:

1, 2, 3, and so on are examples of ________.

Correct Answer: integers