As we kick off a new school year, one of our primary district priorities is diving deep into the 2023 California Math Framework. While curriculum frameworks can sometimes feel dense or disconnected from the daily realities of the classroom, there is one aspect of this framework I genuinely love: its deep grounding in the 8 Mathematical Language Routines (MLRs).
Back in 2023, while sitting with my dad in his hospital room, I wrote an extensive series breaking down these routines. (You can explore the full breakdown and access a comprehensive collection of explanations, examples, and resources in this resource document).
If you are familiar with the 2013 California Math Framework, it focused heavily on vertical content progressions, showing how a concept like addition moves from number paths in Kindergarten to visual area models in 2nd grade, ultimately culminating in the standard algorithm by 4th grade. The 2023 framework doesn’t replace that progression; it elevates it by embedding specific routines designed to build language, conceptual fluency, and student discourse.
While implementing all eight routines at once can feel overwhelming, you don’t need to do everything on Day 1. Here is a close look at my top two go-to routines, plus a high-impact bonus routine, to get you started.
1. Routine #6: The 3 Reads Protocol (Plus the Essential “Plan” Step)
Word problems are notoriously difficult for students because their brains are forced to work double-duty. First, they must execute ELA reading comprehension skills to parse the text; then, they must activate their mathematical processing to execute the computation. For multilingual learners or students with reading disabilities, this cognitive load can be paralyzing (I speak from experience).
The 3 Reads Protocol deconstructs the word problem into manageable, bite-sized cognitive steps:
- Read 1 (Context): Read the problem without focusing on numbers. The sole goal is to understand the situation and visualize what is happening. Drawing out the scene can help students visualize it.
- Read 2 (Quantities & Relationships): Read the problem a second time to identify the numbers, units, and how those quantities relate to one another.
- Read 3 (The Task): Read a third time to isolate the specific question or mathematical task.
My Practitioner Twist: Adding “The Plan” Typically, I see student thinking break down right after Step 3. Students know the context, the numbers, and the question, but they freeze when deciding what to do with that information. That is why I always add a fourth step: Designing a Plan/Model. We analyze how we will answer the question, often by drawing out an area model, bar model, or diagram. Running this protocol several times a week as a whole group removes the mystery from word problems and builds durable problem-solving habits.
2. Routine #3: Clarify, Critique, and Correct
How often have we told a student to “go check your work,” only for them to glance at their paper for two seconds and say, “Yup, looks good”? Telling students to check their work without teaching them how to critique math is ineffective.
Routine #3 teaches students to analyze mathematical reasoning critically; first in others, and ultimately in themselves. My favorite way to execute this is through the EduProtocol Nacho Problem.
You present a math problem containing a common conceptual error. Students must locate the mistake, correct the procedure, and, most importantly, write about it using a C.E.R. (Claim, Evidence, Reasoning) structure. When students have to justify why an error occurred in writing, their understanding shifts from surface-level recall to deep conceptual mastery.
3. The Bonus Routine: Co-Craft Questions (Routine #5 / 3-Act Math)
This routine is an incredible tool for student engagement and organic differentiation. You present students with a rich scenario or visual context without providing a final question. Students are then tasked with co-crafting mathematical questions that could be answered using the provided information.
The beauty of this routine is that students naturally differentiate the math themselves. You will see students generate “mild, medium, and spicy” questions. When given the choice, the vast majority of students will naturally challenge themselves with a more complex question than the one a teacher might have assigned them.
Classroom Management Pro-Tip: What about the student who intentionally chooses the easiest possible question? Let them! They will finish it in 30 seconds. When they do, simply say, “Great job. Now choose one of the spicy questions to tackle.” If it becomes a habit, offer a structured choice: “You can choose Question B or Question C today.” They retain autonomy, but the floor of rigor is raised.
Which Routine Will You Try First?
No matter which Mathematical Language Routine you choose to introduce to your math block this semester, you are giving your students the tools to move beyond procedural compliance and into true conceptual understanding.
Which of these routines are you going to test out with your students first? Let me know in the comments!









