Miquon Math

Homeschool Math Curriculum

Miquon Math is one of the best tools to teach younger students how to think mathematically. Miquon teaches all four arithmetic operations (addition, subtraction, multiplication and division) beginning the first year, and even introduces algebraic notation, geometry, and diagram-reading in the first book.

The program emphasizes mathematical patterns and relationships rather than pre-set formulas and methods. It uses Cuisenaire® Rods* and a unique graphic layout to help children discover mathematical patterns and relationships with just a bit of guidance from their teachers as necessary.

Parents often choose Miquon as a fun supplement, though some use it as the main math program in the early elementary years. These homeschool math books cover all the standard subjects and more. When students finish the last book in the series, most students are well-prepared for the 4th- or 5th year books in other programs.

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MIQUON MATH
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Browse all Miquon Math programs, from first grade through fourth grade. 

 

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MIQUON MATH
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Browse all Miquon Math products. 

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MIQUON MATH
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Learn more about Miquon Math, the advantages and disadvantages of the program, and what makes it unique.

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Free Homeschool Math Placement Tests from Sonlight (Saxon Math)

What level of Miquon Math is right for your student?

NO MATH PLACEMENT TEST NEEDED. ALWAYS START WITH THE ORANGE BOOK

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Miquon Math Programs

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Here you'll find Miquon Math's Cuisenaire® Rods. 

MANIPULATIVES

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Shop all Miquon Math products including consumable items, workbooks, teacher's guides, and more.

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Sonlight also offers several manipulatives online that can enhance yourMiquon Math learning experience. 

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Miquon Math Scope-and-Sequence Chart

Used with permission of the publisher. All rights reserved.

The lab sheets in the Miquon Math Materials workbooks cover 26 topics listed below. Each lab sheet is identified with a code printed in its lower-right hand corner. This code indicates the grade level, the topic, and the position of the lab sheet within its topic.

Section Topic First Grade
Level 1 Orange Book
First Grade
Level 2 Red Book
Second Grade
Level 3 Blue Book
Second Grade
Level 4 Green Book
Third Grade
Level 5 Yellow Book
Third Grade
Level 6 Purple Book
A Counting A1-A24 -- -- -- -- --
B Odd-Even -- B1-B12 B13-B20 -- -- --
C Addition C1-C11 C12-C25 C26-C44 C35-C36 C37-C46 --
D Subtraction D1-D4 D5-D12 D13-D16 D17-D18 D19-D22 D23-D44
E Addition and Subtraction E1-E25 E26-E41 E42-E49 E50-E53 E54-E57 --
F Multiplication F1-F12 F13-F22 F23-F42 F43-F46 F47-F50 F51-F56
G Addition, Subtraction, and Multiplication G1-G8 G9-G12 G13-G20 -- -- --
H Fractions H1-H6 H7-H24 H25-H42 -- H43-H56 H57-H64
I Addition, Subtraction, Multiplication, and Fractions -- I1-I8 I9-I16 -- -- --
J Division -- J1-J12 -- J13-J18 J19-J26 J27-J32
K Addition, Subtraction, Multiplication, Fractions, and Division -- K1-K8 K9-K16 -- K17-K22 --
L Equalities and Inequalities L1-L4 L5-L10 L11-L16 L17-L20 L21-L24 --
M Place Value -- -- -- M1-M16 -- M21-M24
N Number Lines and Functions N1-N4 -- -- N5-N10 N11-N18 --
O Factoring -- O1-O4 -- O5-O6 O7-O12 --
P Squaring -- -- -- -- P1-P6 P7-P18
Q Simultaneous Equations -- -- -- -- Q1-Q8 --
R Graphing Equations -- -- -- -- -- R1-R30
S Geometric Recognition S1-S4 -- S5-S8 -- S9-S11 --
T Length, Area, and Volume T1-T8 -- -- T9-T20 T21-T28 --
U Series and Progressions -- -- U1-U6 -- U7-U12 --
V Grid and Arrow Games -- -- V1-V6 -- V7-V8 V9-V10
W Mapping -- -- W1-W12 -- -- --
X Clock Arithmetic X1-X10 -- -- X11-X14 X15-X16 X17-X18
Y Sets -- -- -- -- Y1-Y10 --
Z Word Problems -- -- -- -- Z1-Z13 Z1-Z13

Additional Information

Miquon Math Methodology

Other Considerations

*Cuisenaire Rods are rectangular plastic rods that vary from one unit (a cube) to ten units in length. Each length comes in a specific color (the one-unit length is always white; the two-unit length, red; etc.). By manipulating the Rods, children are able to "see," in a neutral, physical form, what happens on the theoretical level when they add, subtract, multiply and divide. For instance, if we place the red rod (2) and the purple rod (4) end-to-end, we find they are equal in length to the dark green rod (6): we SEE that 2+4=6.