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3.M1
Numbers and Operations
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3.M.1a
read, write, and interpret the place value for each digit in whole numbers up to 10,000;
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3.M.1b
read, write, and interpret the place value for each digit in decimal numbers between 0 and 1 through hundredths;
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3.M.1c
identify and generate equivalent forms of common fractions less than one whole, e.g., halves, thirds, quarters, fifths, and tenths; and explain their relationship to a whole;
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3.M.1d
identify odd and even numbers up to 10,000, identify factors or multiples of a given number, and describe their characteristics;
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3.M.1e
compare whole numbers, up to 10,000, using mathematical symbols (>, <, =) and words (greater than, less than, equal to) and arrange them in numerical order;
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3.M.1f
explain the relationship between multiplication and division as inverse operations;
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3.M.1g
explain and solve problems involving the sum or difference of two whole numbers up to 10,000;
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3.M.1h
explain and solve problems involving the multiplication of two whole numbers where factors are 99 or less;
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3.M.1i
demonstrate and explain multiplication and division through the use of representations and mathematical symbols where factors are 99 or less;
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3.M.1j
develop and use strategies to estimate the results of whole number addition and subtraction and verify;
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3.M.1k
solve multi-step problems for using mathematical tools and strategies involving addition, subtraction, and multiplication;
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3.M2
Algebra
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3.M.2a
identify, describe using their own words, and extend the rules of repeating, number, and growing patterns;
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3.M.2b
make predictions, identify relationships, and solve problems by using a relationship between two quantities;
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3.M.2c
demonstrate mathematical relationships of quantity in the form of numeric expressions, equations, or inequalities with mathematical symbols;
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3.M.2d
solve open sentences by representing an expression in more than one way using the commutative and associative properties of multiplication;
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3.M.2e
organize and order data in tables to discover patterns and make predictions;
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3.M.2f
identify and describe the difference between qualitative and quantitative changes;
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3.M3
Geometry
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3.M.3a
identify and compare two-dimensional shapes and three-dimensional objects using attributes and properties, e.g., sides and angles in two-dimensional shapes, faces and edges in three-dimensional objects;
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3.M.3b
identify and describe the relative size of angles using right angles as a reference;
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3.M.3c
use coordinate systems to specify locations and describe paths;
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3.M.3d
verify if two-dimensional shapes have symmetry by drawing vertical, horizontal, and diagonal drawing lines;
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3.M.3e
build, draw, and analyze two-dimensional shapes;
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3.M4
Measurement
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3.M.4a
describe the relationship of units within the customary and metric measurement systems;
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3.M.4b
use accurate vocabulary to describe measurements of length, volume, and weight;
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3.M.4c
select units, strategies, and tools to estimate and calculate perimeter and area of two-dimensional shapes;
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3.M.4d
use measurement tools and techniques to construct a figure;
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3.M.4e
select standard units and tools to compare the attributes of two-dimensional shapes and three-dimensional objects;
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3.M.4f
select units and develop strategies for estimating the perimeter of irregular two-dimensional shapes;
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3.M.4g
measure temperature in Celsius and Fahrenheit;
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3.M.4h
tell time to the nearest minute and find how much time has elapsed;
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3.M5
Data Analysis and Probability
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3.M.5a
develop and implement a plan to collect and organize data to address a given question;
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3.M.5b
translate information from one data representation to a graph or table, e.g., frequency table, bar graph, picture graph, line plot;
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3.M.5c
Analyze and interpret information by writing at least one statement to support a conclusion or prediction with evidence from data;
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3.M.5d
organize and graphically display data using categories and intervals;
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3.M.5e
describe characteristics of graphically represented data, e.g., median, mode, range;
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3.M.5f
examine graphs and tables that display the same set of data to identify what each representation contributes to the interpretation of data and conclusions drawn;
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3.M.5g
represent the possible outcomes for a simple probability situation;
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