Connecticut State Standards for Mathematics: Kindergarten

Currently Perma-Bound only has suggested titles for grades K-8 in the Science and Social Studies areas. We are working on expanding this.

CT.1. Algebraic Reasoning: Patterns and Functions: Patterns and functional relationships can be represented and analyzed using a variety of strategies, tools and technologies.

1.1. Understand and describe patterns and functional relationships.

1.1.1. Sort and classify objects by attributes including size, shape, color, texture, orientation, position and use, and explain the reason for each sort.

1.1.2. Describe and make comparisons of qualitative and quantitative changes of a given pattern using terms such as warmer, softer, more, one more, less, one less, bigger, smaller, longer and shorter.

1.1.3. Recognize, reproduce, extend and create repeating patterns using movement, sounds, color, shapes, numbers and textures.

1.1.4. Identify and extend visual, auditory and physical patterns to make predictions.

CT.2. Numerical and Proportional Reasoning: Quantitative relationships can be expressed numerically in multiple ways in order to make connections and simplify calculations using a variety of strategies, tools and technologies.

2.1. Understand that a variety of numerical representations can be used to describe quantitative relationships.

2.1.1. Represent quantities of up to 30 objects in a set.

2.1.2. Compare sets of up to 30 objects and use the terms more, less or the same to compare the two sets and identify a set with one more or one less than a given set.

2.1.3. Order sets of up to 30 objects from least to greatest.

2.1.4. Identify the ordinal position of objects: first, second, third, fourth, fifth and last.

2.1.5. Use a variety of models and familiar object to compare two parts of a whole and describe the parts as being closer to a whole or closer to very little.

2.1.6. Use a variety of models and familiar objects to:

2.1.6.1. Identify one whole and one half of an object.

2.1.6.2. Recognize a half and put two halves of an object together to make a whole.

2.1.6.3. Form a whole from two smaller sets that have equal amounts.

2.2. Use numbers and their properties to compute flexibly and fluently and to reasonably estimate measures and quantities.

2.2.7. Count by rote to at least 30.

2.2.8. Count and group up to 30 objects by tens.

2.2.9. Identify the numerals 1-30 and match each numeral to an appropriate set of objects.

2.2.10. Act out and solve addition and subtraction story problems that reflect real-world experiences and contextual problems using sets of up to 10 objects and describe the strategy or reasoning used to solve a problem. For example: Put two crayons together with four crayons; then count to determine the number of crayons needed for all students at a table.

2.2.11. Write the number sentences that correspond to story problems using addition, subtraction and equals symbols (+, -, =) correctly.

2.2.12. Estimate the amount of objects in a set using 10 as a benchmark and then count to determine if the amount is more or less than 10.

2.2.13. Identify and name pennies and dimes.

2.2.14. Count pennies and trade pennies for objects.

CT.3. Geometry and Measurement: Shapes and structures can be analyzed, visualized, measured and transformed using a variety of strategies, tools and technologies.

3.1. Use properties and characteristics of two- and three-dimensional shapes and geometric theorems to describe relationships, communicate ideas and solve problems.

3.1.1. Identify and describe familiar shapes (triangles, squares, rectangles and circles) and solids (cubes, spheres, cylinders, cones and prisms) in the environment.

3.1.2. Compare and sort familiar shapes and solids in the environment and contextual situations.

3.1.3. Construct small sets of shapes and solids using a variety of materials.

3.2. Use spatial reasoning, location and geometric relationships to solve problems.

3.2.4. Describe location, direction, and position of objects or parts of objects, using terms such as under/over, inside/outside, next to/near, top/bottom, in front of, first and last.

3.2.5. Complete simple shape and jigsaw puzzles and explain the reasoning used to complete the puzzle and solve the problem.

3.3. Develop and apply units, systems, formulas and appropriate tools to estimate and measure.

3.3.6. Recognize events that reoccur (at specific times of the day or week).

3.3.7. Locate yesterday, today, and tomorrow on a calendar to sequence events and use terms such as before and after to compare events.

3.3.8. Use nonstandard units, physical referents (such as a finger) or everyday objects such as links, Unifix cubes or blocks to compare, estimate and order measures of length, area, capacity, weight and temperature and describe the reasoning and strategies used.

3.3.9. Describe and order small sets of familiar objects by size, length or area using comparative language such as more, bigger, longer, shorter and taller.

3.3.10. Use a balance scale to compare the weight of two objects and identify which is heavier.

CT.4. Working with Data: Probability and Statistics: Data can be analyzed to make informed decisions using a variety of strategies, tools and technologies.

4.1. Collect, organize and display data using appropriate statistical and graphical methods.

4.1.1. Pose questions about objects and events in the environment that can be used to guide the collection of data.

4.1.2. Collect data, record and the results using real graphs and picture graphs.

4.1.3. Arrange information in a systematic way using counting, sorting, lists and graphic organizers.

4.2. Analyze data sets to form hypotheses and make predictions.

4.2.4. Describe data using the terms more, less and the same.

4.2.5. Identify and extend patterns from organized data to make predictions. For example: More boys than girls in our class watch television every day. We predict that the same will be true for another kindergarten class.

4.3. Understand and apply basic concepts of probability.

4.3.6. Describe the likelihood of the future occurrence of events based on patterns and personal experiences using terms such as likely, unlikely or certainly.

4.3.7. Engage in simple probability activities and discuss the results.

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