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3Grade 3 Standards
Top Mathematicians
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Measurement
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3.MT.1.1.1
Estimates and measures the dimensions of an object using conventional units metre, decimetre, centimetre and millimetre
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3.MT.1.1.2
Establishes relationships between units of measure for length using metre, decimetre, centimetre and millimetre
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-
3.1475
-
-
3.MT.1.1.3
Calculates the perimeter of plane figures
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-
3.1485
-
3.1495
-
-
3.MT.1.2.1
Estimates and measures surface area using unconventional units
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3.MT.1.3.1a
Estimates and measures volume using unconventional units
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3.MT.1.4.1
Compares angles
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3.MT.1.5.1
Estimates and measures capacity using unconventional units
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3.MT.1.5.2
Estimates and measures capacity using conventional units
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3.MT.1.6.1
Estimates and measures mass using unconventional units
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3.MT.1.6.2
Estimates and measures mass using conventional units
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3.MT.1.7.1
Estimates and measures time using conventional units
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-
3.1545
-
3.1555
-
3.15610
-
3.15710
-
3.1585
-
3.15920
-
3.16020
-
3.16120
-
3.16210
-
3.1635
-
-
3.MT.1.7.2
Establishes relationships between units of measure
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3.1635
-
-
3.MT.1.8.1
Estimates and measures temperature using conventional units
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3.MT.1.1.1
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Statistics
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3.ST.1.1.1
Formulates questions for a survey (based on age-appropriate topics, students' language level, etc.)
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3.ST.1.1.2
Collects, describes and organizes data (classifies or categorizes) using tables
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3.ST.1.1.3
Interprets data using a table, a bar graph, a pictograph and a broken-line graph
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3.16520
-
3.1665
-
3.1675
-
3.1685
-
3.16920
-
3.1705
-
3.1715
-
-
3.ST.1.1.4
Displays data using a table, a bar graph, a pictograph and a broken-line graph
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3.1725
-
3.1735
-
3.1745
-
3.1755
-
3.1765
-
3.1775
-
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3.ST.1.1.1
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Geometry
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3.G.1.1.1
Locates objects in a plane
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3.12410
-
3.12515
-
3.12610
-
3.1275
-
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3.G.1.1.2
Locates objects on an axis (based on the types of numbers studied)
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3.G.1.1.3
Locates points in a Cartesian plane in the first quadrant
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3.12410
-
3.12515
-
3.12610
-
3.1275
-
3.12810
-
-
3.G.1.2.1
Compares objects or parts of objects in the environment with solids (e.g. spheres, cones, cubes, cylinders, prisms, pyramids)
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3.1295
-
-
3.G.1.2.2
Compares and constructs solids (e.g. spheres, cones, cubes, cylinders, prisms, pyramids)
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3.1305
-
3.1315
-
3.1325
-
3.1335
-
-
3.G.1.2.3
Identifies the main solids (e.g. spheres, cones, cubes, cylinders, prisms, pyramids)
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3.G.1.2.4
Identifies and represents the different faces of a prism or pyramid
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3.G.1.2.5
Describes prisms and pyramids in terms of faces, vertices and edges
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3.1305
-
3.1315
-
3.1325
-
3.1335
-
-
3.G.1.2.6
Classifies prisms and pyramids
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3.G.1.2.7
Constructs a net of a prism or pyramid
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3.G.1.2.8a
Matches the net of a prism to the corresponding prism and vice versa
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3.1365
-
-
3.G.1.2.8b
Matches the net of a pyramid to the corresponding pyramid and vice versa
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3.1365
-
-
3.G.1.3.1
Identifies plane figures (square, rectangle, triangle, rhombus and circle)
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3.G.1.3.2
Describes plane figures (square, rectangle, triangle and rhombus)
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3.1375
-
3.1345
-
3.1385
-
3.1355
-
-
3.G.1.3.3
Describes convex and nonconvex polygons
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3.1395
-
-
3.G.1.3.4
Identifies and constructs parallel lines and perpendicular lines
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3.G.1.3.5
Describes quadrilaterals (e.g. parallel segments, perpendicular segments, right angles, acute angles, obtuse angles)
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3.G.1.3.6
Classifies quadrilaterals
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3.1415
-
-
3.G.1.4.1
Identifies congruent figures
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3.1425
-
3.1435
-
-
3.G.1.4.2
Observes and produces patterns using geometric figures
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3.1175
-
-
3.G.1.4.3
Observes and produces frieze patterns and tessellations using reflections
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3.1445
-
3.1455
-
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3.G.1.1.1
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Arithmetic: Meaning of operations involving numbers
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3.ARTM.1.1.1
Determines the operation(s) to perform in a given situation
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3.3620
-
3.3720
-
3.3820
-
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3.ARTM.1.1.2a
Uses objects, diagrams or equations to represent and describe transformations of numbers up to 100000: adding, taking away, uniting, comparing
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-
3.3915
-
3.4020
-
3.4120
-
3.4220
-
3.4320
-
3.4420
-
3.4520
-
-
3.ARTM.1.1.2b
Uses objects, diagrams or equations to represent and describe the composition of transformations (positive or negative) of numbers up to 100000
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3.ARTM.1.1.3
Uses objects, diagrams or equations to represent and describe rectangular arrays, repeated addition, Cartesian product, area, volume, repeated subtraction, sharing, number of times x goes into y, and comparisons.
-
-
3.465
-
3.4715
-
3.4810
-
3.4920
-
3.5020
-
3.5120
-
3.5220
-
3.5315
-
3.5415
-
3.5515
-
3.5615
-
-
3.ARTM.1.1.4
Establishes equality relations between numerical expressions (e.g. 3 + 2 = 6 - 1)
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3.ARTM.1.1.5
Determines numerical equivalencies using relationships between operations (the four operations), the commutative property of addition and multiplication and the associative property.
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-
3.4715
-
3.5715
-
3.5815
-
3.5915
-
3.6015
-
3.6115
-
3.6215
-
3.6320
-
3.6420
-
-
3.ARTM.1.2.1a
Uses objects, diagrams or equations to represent and describe transformations with decimals to the hundredth place value: adding, taking away, uniting, comparing
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3.ARTM.1.2.1b
Uses objects, diagrams or equations to represent and describe the composition of transformations (positive or negative) with decimals to the hundreth place value.
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3.ARTM.1.2.2
Uses objects, diagrams or equations to represent and describe rectangular arrays, repeated addition, Cartesian product, area, volume, repeated subtraction, sharing, number of times x goes into y, and comparisons, with decimals to the hundreth place value.
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3.ARTM.1.2.3
Determines numerical equivalencies using the relationship between operations (the four operations), the commutative property of addition and multiplication and the associative property with decimals up to the hundreth place value.
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3.ARTM.1.1.1
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Probability
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3.PR.1.1.1
When applicable, recognizes variability in possible outcomes (uncertainty)
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3.17810
-
3.17910
-
3.18010
-
3.1815
-
3.1825
-
3.1835
-
3.18410
-
-
3.PR.1.1.10
Simulates random experiments with or without the use of technology
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3.PR.1.1.14
Experiments with activities involving chance, using various objects (e.g. spinners, rectangular prisms, glasses, marbles, thumb tacks, 6-, 8- or 12-sided dice)
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3.PR.1.1.2
When applicable, recognizes equiprobability (e.g. quantity, symmetry of an object [cube])
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3.PR.1.1.3
When applicable, becomes aware of the independence of events in an experiment
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3.PR.1.1.5
Predicts qualitatively an outcome or several events using a probability line, among other things
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3.PR.1.1.5a
Predicts certain, possible or impossible outcome
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3.PR.1.1.5b
Predicts more likely, just as likely, less likely event
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3.PR.1.1.6
Distinguishes between prediction and outcome
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3.1855
-
3.1865
-
-
3.PR.1.1.7
Uses tables or diagrams to collect and display the outcomes of an experiment
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3.PR.1.1.8
Enumerates possible outcomes of a random experiment, using a table, a tree diagram
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-
3.18410
-
-
3.PR.1.1.9
Compares qualitatively the theoretical or experimental probability of events
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3.PR.1.1.1
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Arithmetic: Operations involving numbers
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3.ARTO.1.1.10
Adds new terms to a series when the first three terms or more are given
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-
3.1175
-
3.1720
-
-
3.ARTO.1.1.11a
Uses a calculator and becomes familiar with its basic functions (+, -, =, 0 to 9 number keys, all clear, clear)
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3.ARTO.1.1.11b
Uses a calculator and becomes familiar with its × and ÷ functions
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3.ARTO.1.1.1a
Approximates the result of an addition or subtraction involving natural numbers up to 100000
-
-
3.6620
-
3.6720
-
-
3.ARTO.1.1.1b
Approximates the result of any of the four operations involving natural numbers 100000
-
-
3.6620
-
3.6720
-
3.6815
-
3.6920
-
3.7020
-
3.7120
-
3.7220
-
-
3.ARTO.1.1.2a
Builds a repertoire of memorized addition and subtraction facts
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3.ARTO.1.1.2b
Develops various strategies that promote mastery of number facts and relates them to the properties of addition
-
-
3.3915
-
3.4020
-
3.4120
-
3.4220
-
3.4320
-
3.4420
-
3.4520
-
3.7320
-
3.7420
-
3.7515
-
3.7620
-
3.7725
-
3.7820
-
3.7915
-
3.8020
-
3.8120
-
3.8215
-
3.835
-
3.8415
-
-
3.ARTO.1.1.2c
Masters all addition facts (0 + 0 to 10 + 10) and the corresponding subtraction facts
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-
3.4420
-
3.7820
-
3.8510
-
3.865
-
3.8715
-
3.8820
-
3.8915
-
3.9015
-
3.9110
-
3.925
-
3.9310
-
3.9410
-
3.9515
-
-
3.ARTO.1.1.3a
Develops processes for mental computation: Uses their own processes to determine the sum or difference of two natural numbers
-
-
3.3915
-
3.4020
-
3.4120
-
3.4220
-
3.4420
-
3.4520
-
3.7320
-
3.7725
-
3.8120
-
3.835
-
-
3.ARTO.1.1.3b
Develops processes for mental computation: Uses their own processes to determine the product or quotient of two natural numbers
-
-
3.9620
-
3.9745
-
3.4810
-
3.5020
-
3.5120
-
3.5220
-
-
3.ARTO.1.1.4a
Uses conventional processes to determine the sum of two natural numbers up four digits
-
-
3.3915
-
3.4020
-
3.4120
-
3.4220
-
3.7320
-
3.7725
-
-
3.ARTO.1.1.4b
Uses conventional processes to determine the difference between two natural numbers of up to four digits whose result is greater than 0
-
-
3.4420
-
3.4520
-
3.8120
-
3.835
-
-
3.ARTO.1.1.5
Determines the missing term in an equation (relationships between operations): a + b =__, a + __ = c, __ + b = c, a - b = __, a - __= c, __ - b = c
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3.8020
-
3.9820
-
3.9920
-
3.10020
-
3.920
-
3.1020
-
3.1120
-
-
3.ARTO.1.1.6a
Builds a memory of multiplication facts (0 × 0 to 10 × 10) and the corresponding division facts, using objects, drawings, charts or tables
-
-
3.465
-
3.4715
-
3.4810
-
-
3.ARTO.1.1.6b
Develops various strategies that promote mastery of number facts and relate them to the properties of multiplication
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3.ARTO.1.1.6c
Masters all multiplication facts (0 × 0 to 10 × 10) and the corresponding division facts
-
-
3.9745
-
3.10465
-
3.10510
-
3.10615
-
3.10745
-
3.10820
-
3.10915
-
-
3.ARTO.1.1.7a
Uses his/her own processes as well as materials and drawings to determine the product or quotient of a three-digit natural number and a one-digit natural number, expresses the remainder of a division as a fraction, depending on the context
-
-
3.5020
-
3.10615
-
3.11015
-
3.11120
-
3.11220
-
3.11320
-
3.11420
-
3.11520
-
-
3.ARTO.1.1.8
Determines the missing term in an equation (relationships between operations): a+b = _, a+_=c, a-b=_ a-_=c _-b = c
-
-
3.9745
-
3.6420
-
3.10915
-
3.11615
-
-
3.ARTO.1.1.9a
Using his/her own words and mathematical language that is at an appropriate level for the cycle, describes
-
-
3.ARTO.1.1.9b
Using his/her own words and mathematical language that is at an appropriate level for the cycle, describes non-numerical patterns (e.g. series of colours, shapes, sounds, gestures)
-
-
3.1175
-
-
3.ARTO.1.1.9c
Using his/her own words and mathematical language that is at an appropriate level for the cycle, describes numerical patterns (e.g. number rhymes, tables and charts)
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3.ARTO.1.1.9d
Using his/her own words and mathematical language that is at an appropriate level for the cycle, describes series of numbers and family of operations
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3.ARTO.1.2.1
Generates a set of equivalent fractions
-
-
3.11810
-
3.11920
-
3.2620
-
3.2715
-
3.2820
-
3.2920
-
-
3.ARTO.1.3.1
Approximates the result of an addition or a subtraction with decimals
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3.ARTO.1.3.2
Develops processes for mental computation: adds and subtracts decimals
-
-
3.6520
-
3.12215
-
3.12315
-
-
3.ARTO.1.3.3
Develops processes for written computation: adds and subtracts decimals whose result does not go beyond the second decimal place
-
-
3.6520
-
3.12215
-
3.12315
-
-
3.ARTO.1.1.10
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Arithmetic: Understanding and writing numbers
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3.ARTU.1.1.10
Locates natural numbers using different visual aids (e.g. hundreds chart, number strip, number line)
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3.ARTU.1.1.11a
Identifies properties of natural numbers up to 100000 as odd or even numbers
-
-
3.1510
-
3.1610
-
-
3.ARTU.1.1.11b
Identifies properties of natural numbers up to 100000 as square, prime, or composite numbers
-
-
3.2015
-
3.2110
-
-
3.ARTU.1.1.12
Classifies natural numbers in various ways, based on their properties (e.g. even numbers, composite numbers)
-
-
3.2110
-
3.1510
-
3.1610
-
-
3.ARTU.1.1.13
Approximates a collection, using objects or drawings (e.g. estimate, round up/down to a given value)
-
-
3.2215
-
-
3.ARTU.1.1.1a
Counts or recites counting rhymes involving natural numbers up to 100000
-
-
3.ARTU.1.1.1b
counts forward or backward up to 100000
-
-
3.ARTU.1.1.1c
skip counts (e.g. by twos) up to 100000
-
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3.ARTU.1.1.2a
Counts collections (using objects or drawings)
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3.ARTU.1.1.2b
counts a collection by grouping or regrouping up to 100000
-
-
3.ARTU.1.1.3
Reads and writes any natural number up to 100000
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3.ARTU.1.1.4a
Represents natural numbers in different ways or associates a number with a set of objects or drawings with emphasis on exchanging apparent, non-accessible groupings, using structured materials (e.g. base ten blocks, number tables) up to 100000
-
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3.ARTU.1.1.4b
emphasis on place value in non-apparent, non-accessible groupings, using materials for which groupings are symbolic (e.g. abacus, money)
-
-
3.315
-
-
3.ARTU.1.1.5
Composes and decomposes a natural number in a variety of ways (e.g. 123 = 100 + 23, 123 = 100 + 20 + 3, 123 = 50 + 50 + 20 + 3)
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3.ARTU.1.1.6
Identifies equivalent expressions (e.g. 52 = 40 + 12, 25 + 27 = 40 + 12, 52 = 104 ÷ 2)
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3.ARTU.1.1.7
Compares natural numbers up to 100000
-
-
3.1220
-
3.1310
-
-
3.ARTU.1.1.8
Arranges natural numbers up to 100000 in increasing or decreasing
-
-
3.1420
-
-
3.ARTU.1.1.9
Describes number patterns up to 100000, using his/her own words and appropriate mathematical vocabulary (e.g. even numbers, odd numbers, square numbers, triangular numbers, prime numbers, composite numbers)
-
-
3.1510
-
3.1610
-
3.1720
-
-
3.ARTU.1.2.1
Represents a fraction in a variety of ways, based on a whole or a collection of objects
-
3.ARTU.1.2.2
Matches a fraction to part of a whole (congruent or equivalent parts) or part of a group of objects, and vice versa
-
-
3.235
-
3.2520
-
-
3.ARTU.1.2.2c
counts a pre-grouped collection up to 100000
-
-
3.ARTU.1.2.3
Identifies the different meanings of fractions (sharing, division, ratio)
-
-
3.2520
-
-
3.ARTU.1.2.4
Distinguishes a numerator from a denominator
-
3.ARTU.1.2.5
Reads and writes a fraction
-
3.ARTU.1.2.6
Compares a fraction to 0, 1/2 or 1
-
-
3.ARTU.1.2.7
Verifies whether two fractions are equivalent
-
-
3.2620
-
3.2715
-
3.2820
-
3.2920
-
-
3.ARTU.1.3.1
Represents decimals in a variety of ways (using objects or drawings) and identifies equivalent representations to hundredths.
-
-
3.3010
-
-
3.ARTU.1.3.10
Arranges decimals in increasing or decreasing order to the hundredths place.
-
3.ARTU.1.3.11
Matches a fraction to its decimal
-
-
3.ARTU.1.3.2
Identifies equivalent representations (using objects or drawings)
-
-
3.ARTU.1.3.3
Reads and writes numbers written in decimal notation to hundredths.
-
3.ARTU.1.3.4
Understands the role of the decimal point
-
3.ARTU.1.3.5
Composes and decomposes a decimal written in decimal notation to hundredths
-
-
3.ARTU.1.3.6
Recognizes equivalent expressions (e.g. 12 tenths is equivalent to 1 unit and 2 tenths; 0.5 is equivalent to 0.50) Identifies properties of natural numbers to the hundreths place value.
-
-
3.3215
-
-
3.ARTU.1.3.7
Locates decimals on a number line between two consecutive natural numbers to the hundredths place
-
-
3.ARTU.1.3.8
Compares two decimals to the hundredths place.
-
-
3.ARTU.1.3.9
Approximates (e.g. estimates, rounds to a given value, truncates decimal places)
-
-
3.3415
-
-
3.ARTU.1.1.10