Adding 2-Digit Numbers with Base 10 Blocks | Place Value for Kids | Khan Academy Kids

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In this lesson, we learned how to add big numbers using the Superpack method, which involves breaking down numbers into smaller parts with rods and blocks. By representing 30 as three rods (30 blocks) and 23 as two rods (20 blocks) plus three extra blocks, we combined them to find that 30 plus 23 equals 53. The key takeaway is that visualizing numbers in this way simplifies the addition process.
  1. What do we use to help us add big numbers in the article?
  2. How can we break down the number 23 into rods and blocks?
  3. What is the total when we add 30 and 23 together using rods and blocks?

Understanding Big Numbers with Superpack

Hey there! Today, we’re going to learn about adding big numbers with the help of Superpack. It’s going to be fun and easy, so let’s get started!

Adding 30 and 23

First, let’s look at the numbers 30 and 23. To make it simple, we can use rods and blocks. Each rod is made up of 10 blocks. So, let’s see how we can use them to add these numbers.

Breaking Down the Numbers

For the number 30, we have three rods. Since each rod is 10 blocks, three rods make 30 blocks in total.

Now, let’s look at the number 23. We have two rods, which make 20 blocks, and three extra blocks. So, 23 is made up of two rods and three blocks.

Adding Them Together

When we add 30 and 23, we combine the rods and blocks. We have three rods from 30 and two rods from 23. That makes a total of five rods, which is 50 blocks.

Don’t forget the extra three blocks from 23. So, when we add everything together, we get 53 blocks in total.

The Big Idea

The most important thing to learn here is how to break down big numbers into smaller parts using rods and blocks. This makes it easier to add them together. Remember, five rods and three blocks make 53!

Now you know how to add big numbers using rods and blocks, just like Superpack. Keep practicing, and you’ll get even better at it!

  • Can you think of other things in your life that can be broken down into smaller parts to make them easier to understand or use? What are they?
  • Imagine you have a collection of toys. How would you group them to make counting easier, just like we used rods and blocks to add numbers?
  • Have you ever helped someone with a big task by breaking it into smaller steps? What was the task, and how did breaking it down help you?
  1. Build Your Own Number: Gather some small objects like sticks or straws to represent rods and small blocks or buttons to represent single blocks. Try creating different numbers by combining rods and blocks. For example, make the number 45 using four rods and five blocks. Can you make the number 67? How many rods and blocks do you need?

  2. Number Hunt: Look around your home or classroom for numbers. When you find a number, try to break it down into rods and blocks in your mind. For example, if you see the number 82, think about how many rods and blocks it would take to make that number. Share your findings with a friend or family member and see if they can guess the number you are thinking of!

  3. Story Time with Numbers: Create a short story where the characters are numbers. For example, “Once upon a time, there were two numbers, 40 and 15. They decided to go on an adventure together. When they combined their strengths, they became 55!” Draw pictures to go along with your story and share it with your class or family.

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