Math: IMยฎ v.360 aligned (by Illustrative Mathematics)
Ages 8-11
4th grade math (IMยฎ v.360 aligned)
This course contains Khan Academy practice problems crafted to support the IMยฎ v.360 curriculum by Illustrative Mathematicsยฎ (IM), licensed under Creative Commons/Attribution/Non-commercial 4.0. Designed to make it easier for districts, teachers, and students to find and use practice problems that complement IM v.360 lessons, this course was not produced in official partnership with Illustrative Mathematics.
8 units
135 lessons
13 videos
0 on CDN
First 3 lessons are free
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Unit 2 Factors and multiples
Unit 3 Fraction equivalence and comparison
1
Representations of fractions (part 1)
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Representations of fractions (part 2)
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Same denominator or numerator
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5
Same size, related sizes
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6
Fractions on number lines
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7
Relate fractions to benchmarks
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9
Equivalent fractions
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10
Equivalent fractions on the number line
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11
Explain equivalence
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12
Use multiples to find equivalent fractions
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13
Use factors to find equivalent fractions
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15
Ways to compare fractions
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16
Use equivalent fractions to compare
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17
Fraction comparison problems
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19
Use common denominators to compare
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20
Compare and order fractions
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Unit 4 Extending operations to fractions
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Equal groups of unit fractions
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Representations of equal groups of fractions
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Patterns in multiplication
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4
Equal groups of non-unit fractions
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5
Equivalent multiplication expressions
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7
Problems with equal groups of fractions
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8
Fractions as sums
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9
Addition of fractions
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11
Differences of fractions
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12
The numbers in subtraction
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13
Subtract fractions flexibly
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14
Sums and differences of fractions
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16
Fractional measurements on line plots
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17
Problems about fractional measurement data
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19
An assortment of fractions
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20
Add tenths and hundredths together
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21
Sums of tenths and hundredths
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22
A lot of fractions to add
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24
Additional practice (optional)
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Unit 5 From hundredths to hundred-thousands
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Decimal numbers
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Equivalent decimals
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Decimals on number lines
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Compare and order decimals
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Compare and order decimals in different notations
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9
How much is 10,000?
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Numbers within 100,000
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Beyond 100,000
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Same digit, different value
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15
Ten times as much
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16
Large numbers on a number line
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17
Compare multi-digit numbers
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18
Order multi-digit numbers
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19
Multiples of 10,000 and 100,000
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20
The nearest multiples of 1,000, 10,000, and 100,000
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22
Round numbers
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Applying rounding
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Standard algorithm to add and subtract
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25
Compose and decompose to add and subtract
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Add and subtract within 1,000,000
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Zeros in the standard algorithm
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28
Solve problems involving large numbers
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30
Additional practice (optional)
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Unit 6 Multiplicative comparison and measurement
1
Times as many
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Interpret representations of multiplicative comparison
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Solve multiplicative comparison problems
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Solve multiplicative comparison problems with large numbers
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5
One- and two-step comparison problems
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6
Ten times as many
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7
Meters and centimeters
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8
Meters and kilometers
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10
Grams and kilograms, liters, and milliliters
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12
Multi-step measurement problems
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13
Pounds and ounces
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14
Hours, minutes, and seconds
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16
Multi-step measurement problems with fractions
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17
Weight and capacity measurements
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Length measurements
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20
Compare perimeters of rectangles
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More perimeter problems
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23
Additional practice (optional)
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Unit 7 Multiplying and dividing multi-digit numbers
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Patterns that grow
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Patterns that repeat
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Numerical patterns
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More numerical patterns
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5
Products beyond 100
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6
Multiply two-digit numbers and one-digit numbers
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8
Multiply three- and four-digit numbers by one-digit numbers
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9
Multiply 2 two-digit numbers
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11
Recording partial products: one-digit and three- or four-digit factors
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Using algorithms with partial products: 2 two-digit numbers
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14
Partial products and the standard algorithm
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16
Solve problems involving multiplication
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17
Situations involving equal-size groups
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18
Situations involving area
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20
Base-ten blocks to divide
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21
Base-ten diagrams to represent division
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22
An algorithm with partial quotients
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23
Use an algorithm with partial quotients
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24
Divide with remainders
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26
Interpret remainders in division situations
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27
Problems with remainders
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28
Different ways to solve problems
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30
Problems about perimeter and area
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32
Solve problems with many operations
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33
Assess the reasonableness of solutions
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35
Additional practice (optional)
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Unit 8 Angles and Angle Measurement
1
How would you describe these figures?
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Points, lines, rays, and segments
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Two or more lines
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Points and lines all around
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What is an angle?
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6
Compare and describe angles
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The size of an angle on a clock
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The size of an angle, in degrees
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Use a protractor to measure angles
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Angle measurement and perpendicular lines
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13
Use a protractor to draw angles
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15
Types of angles
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Find angle measurements
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Reasoning about angles (part 1)
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Reasoning about angles (part 2)
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20
Additional practice (optional)
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Unit 9 Properties of two-dimensional shapes
1
Ways to look at figures
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Ways to look at triangles
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Ways to look at quadrilaterals
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5
Symmetry in figures (part 1)
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Symmetry in figures (part 2)
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8
All kinds of attributes (optional)
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9
Ways to find unknown length (part 1)
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10
Ways to find unknown length (part 2)
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12
Additional practice (optional)
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