If your grade level has standards around rounding numbers then you have thought long and hard about how to teach rounding to students who are struggling with math. There are two main schools of thought here.

- Teach the students HOW to round. This may include a rhyme, an anchor chart, or another method that teaches a procedure that, when applied correctly, will result in rounded numbers.

I am here to implore you to use option #2. I am so emphatic about it that I have a free resource to help you out.

The thing is, rounding is actually a very simple skill. *Students who struggle to round numbers most often don’t have a misconception about how to round, they lack an internal number line and the number sense that allows them to be able to round. *

**In other words, it’s not a rounding issue, it’s a number sense issue.**

To teach struggling learners to round you want to spend the majority of your time developing number sense and, when you do, your students will pick up the skill of rounding

*quickly*as a related afterthought.Two main activities you will want to focus on are:

- Identifying benchmark “round” numbers when counting by 10, 100, 1,000, tenths or whatever you may be rounding to.
- Knowing how to count between these benchmark numbers.

__Activities for Identifying Benchmark Numbers__Play round robin skip counting games like “Buzz”. Students stand in a circle and you will identify a start number (ex: 250) and a buzz number (ex: 430). Starting with the start number students will count round robin from the start number to the buzz number. Whoever says the buzz number sits down and the game continues.

Play “Find the Hidden Number” by giving students a number line counting by a particular interval (ex: 100, 200, 300, etc.) Ask students to point to the number line to find the spot where numbers are “hiding” (ex: Where is 438 hiding?)

__Activities for Counting Between Benchmark Numbers__Write the numbers between two benchmarks on post-it notes. Post the benchmark numbers on a classroom whiteboard and draw a number line between the two numbers. Give students the remaining post-it notes and ask them, one at a time, to determine the spot where they think their number would go. (ex: 4,500 to 4,600. Post-it notes include 4,510/4,520/4,530, etc)

Repeat the same activity as on the post-it notes, however, give students their own whiteboard and ask them to write in the numbers between two benchmarks. They may write all of the numbers at once or you may ask them to plot specific numbers in your chosen order.

__… And Then What Do I Do?__If your students are fluent in counting by and knowing benchmark numbers and they also have an internal number line that lets them know where a number falls between two benchmarks, rounding is really a simple skill! You can scaffold this by “thinking C-R-A“.

- Give a student post-it notes with benchmark numbers and the numbers that come between them (ex: 20 & 30 in one color and 21, 22, 23, 24, 25, 26, 27, 28, 29 in another) and ask your students to identify numbers that are closer to one benchmark or the other.
- Ask students to draw an open number line on a whiteboard and to round a number to the nearest benchmark by marking out the benchmark numbers and the midpoint.

Remember, if you think you have a rounding problem, you

*likely*have a number sense problem instead! Shore up your students’ number sense and you will serve them far beyond the skill of rounding!

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