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Practice 1- Make Sense of Problems and Persevere in Solving Them

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Presentation on theme: "Practice 1- Make Sense of Problems and Persevere in Solving Them"— Presentation transcript:

1 Practice 1- Make Sense of Problems and Persevere in Solving Them
I can understand the problem. I can try different strategies until I solve the problem. I can keep thinking until I solve the problem.

2 Practice 2- Reason Abstractly and Quantitatively
I can use math to represent solutions. I can think about the size of quantities and the meaning of units. I can think about a problem in different ways in my head. I can take numbers apart and put them back together when needed.

3 Practice 3 – Construct Viable Arguments and Critique the Reasoning of Others
I can defend and explain my answer when I share my thinking with others. I can ask others to explain their thinking. I can ask what they did and why they did it.

4 Practice 4 – Model with Mathematics
I can check my answer and improve the model as needed. I can show my thinking using different examples and models. I can use math to help me solve everyday problems at home and at school. I can make connections between representations.

5 Practice 5 – Use Appropriate Tools Strategically
I can decide which tools will best help me solve the problem. I can estimate my answer using a tool. I can compare my estimate to my answer and see if my tool was effective.

6 Practice 6 – Attend to Precision
I can be very careful to check my work every time. I can use math vocabulary and explain my thinking using “just right” words. I can label all parts of my solution.

7 Practice 7 – Look For and Make Use of Structure
I can look for patterns to help me solve problems. I can use patterns to make rules about math. I can use my rules to help solve problems. I can break problems down into smaller parts or change the order of a problem to make it easier.

8 Practice 8 – Look For and Express Regularity in Repeated Reasoning
I can look for common ways to solve different kinds of math problems. I can pay attention to the steps I take to find the answer. I can notice when numbers, operations, objects, and answers repeat. I can find the fastest way to solve the problem by looking for patterns when working with numbers.


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