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  2. To regroup means to rearrange groups in place value to carry out an operation. We use regrouping in subtraction, when digits in the minuend are smaller than the digits in the same place in the subtrahend. Here’s how we regroup hundred and tens to subtract 182 from 427.
    www.splashlearn.com/math-vocabulary/algebra/reg…
    Regrouping is when a number is bigger than the number you are subtracting by and you have to borrow. One example is 46-38. 6 is less than 8 but the whole number is bigger. Then because of this you will have to borrow one from 4 and make the 6 a 16. This means you are taking ten away from the 4. Now the number becomes 316.
    www.khanacademy.org/math/early-math/cc-early-…
    For example, in 2 digit addition, you might have 15 + 17. In this case, you need to regroup. When you add 5 + 7 you have 12, or one ten and two units. So, you regroup the tens into the tens column and leave the two units. The answer is 32. However, regrouping isn’t only for addition. You can also regroup in a subtraction problem.
    happynumbers.com/blog/what-is-regrouping-in-math/
    To further illustrate the concept of regrouping, let’s explore some examples: Example 1: Addition Problem: Add 56 and 38. Start by adding the units column: 6 + 8 = 14. Write down 4 in the units column and carry over 1 to the tens column. Move to the tens column: 1 (carried over) + 5 + 3 = 9. Write down 9 in the tens column.
    The process of addition with regrouping involves adding each place value individually and eventually reaching the highest place. Regrouping is ideal for adding large numbers. For example, while adding 16 and 78, we will use the regrouping of places method.
    byjus.com/us/math/addition-of-numbers-using-regr…
     
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