01
Establish mathematics goals to focus learning
Make the intended mathematics clear enough that students and adults can tell what progress looks like.
What I observed
MTSS is a system, not a waiting room.
When the intervention block is overflowing, the problem may not begin in the intervention block.
A crowded Tier 2 can be a signal to examine Tier 1: the strength of core instruction, the way teachers use adopted materials, the questions students are asked, the evidence teams study, and the time people have to make decisions together.
The point is not to blame Tier 1. It is to see the whole path. Students should not disappear into a disconnected remedial track. Support should add time, precision, feedback, and access while staying connected to grade-level learning.
Evidence before labels
A score is a clue. It is not the whole child.
A checkpoint can start a conversation. It should not finish one.
Good decisions draw from classroom work, formative observations, student explanations, assessments, and the context around when content was taught. A student cannot be expected to demonstrate mastery of something they have not yet had the opportunity to learn.
The smaller conversations matter. Drawing, building, talking, writing with symbols, and putting mathematics into context can reveal thinking a score cannot.
NCTM / Principles to Actions
Eight practices, used as lenses.
These are not eight new initiatives. They are eight ways to inspect the learning experience already in front of us.
02
Implement tasks that promote reasoning and problem solving
Choose work that asks students to make sense, connect ideas, and explain, not only repeat a procedure.
03
Use and connect mathematical representations
Help students move among drawings, symbols, language, contexts, and physical models.
04
Facilitate meaningful mathematical discourse
Plan how ideas will be surfaced and connected. Conversation should advance the mathematics.
05
Pose purposeful questions
Ask questions that uncover thinking and move understanding forward without doing the work for students.
06
Build procedural fluency from conceptual understanding
Connect efficient methods to meaning so fluency has something sturdy underneath it.
07
Support productive struggle in learning mathematics
Make room for effort and revision while providing access, feedback, and a reason to keep going.
08
Elicit and use evidence of student thinking
Notice what students do and say, then let that evidence change the next instructional move.
Try the field tool
Pick a practice to work on first.
Choose the pressure point you see. The page will give you a starting question.
Select a practice above.
Questions to carry back
Where is the pressure showing up?
Choose a pressure point to reveal a first move.
What I am taking with me
Start somewhere. Do not start everywhere.
Pick one practice, one recurring decision, or one point of disconnection. Make it visible. Learn from it. Then keep going.
Systems get better when people can see the work, talk about it honestly, and make the next decision with better evidence.