| NYS Performance Indicators | Objectives | Text Resources | Resources (Suggested Activities) | Cross-Curriculum Connections | Assessment Items | ||
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** Share organized mathematical ideas through the manipulation of objects, drawing, pictures, charts, graphs, tables, diagrams, models, symbols, and expressions in written and verbal form | ||||||
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Number Sense and Operations: Number Systems |
NY Math |
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Skip count by 1,000 |
1.3 |
pp. 4A, 4B Skip Counting Lesson(WEB)Skip Counting Practice(WEB) |
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Read and write whole numbers to 10,000 |
NYS Coach Lesson 1 |
1, 2 |
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Compare and order numbers to 10,000 |
NYS Coach Lesson 1 |
3, 4 |
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Understand the place value structure of the base ten number system 10 ones = 1 ten 10 tens = 1 hundred 10 hundreds = 1 thousand 10 thousands = 1 ten thousand |
NYS Coach Lesson 1 |
NY Math |
5, 6 |
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Recognize equivalent representations for numbers up to four digits and generate them by decomposing and composing numbers |
NYS Coach Lesson 1 |
Investigations |
7 |
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Use the symbols <,>,=, ≠ (with and without the use of a number line) to compare whole numbers |
1.5 |
See Above |
8, [35] |
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Number Sense and Operations: Operations |
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See Above |
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**Use a variety of strategies to add and subtract numbers up to 10,000 |
2.5-2.7 |
See Above
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9, 10, [31] |
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**Select appropriate computational and operational methods to solve problems |
2.8 |
See Above |
12, 13 |
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Number Sense and Operations: Estimation |
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Round numbers less than 1,000 to the nearest tens and hundreds |
1.6 |
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15, 16 |
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**Check reasonableness of an answer by using estimation |
2.3 |
17, [37] |
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Number Sense and Operations: Number Sense |
Investigations |
NY Math |
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Understand, use and explain the associative property of multiplication |
"Arrays & Shares" |
5.10 |
19, [32] |
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Develop an understanding of the properties of odd/even numbers as a result of multiplication |
See Above |
3.2 |
20 |
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Number Sense and Operations: Operations | ||||||
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Understand various meanings of multiplication and division |
See above |
3.3 |
21, [34] |
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Use multiplication and division as inverse operations to solve problems |
See Above |
22, 23 |
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**Use a variety of strategies to multiply two-digit numbers by one-digit numbers (with and without regrouping) |
See Above |
5.1 - 5.5 |
24, 25, [33] |
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