Home
Grade 1Grade 2Grade 3Grade 4Grade 5Grade 6Grade 7Grade 8Grade 9Grade 10Math Themes
Explorers (Grades 1-3)Explorers Elite (1-3)Navigators (Grades 4-6)Navigators Elite (4-6)Challengers (Grades 7-9)Challengers Elite (7-9)Schedule an Evaluation
Mobius MethodFlexible ClassesCompanySupport
Pricing
Ctrl+k
Sign InJoin

Multiplicatio

Whole Number 2 x 1 - Column Breakout (Level 2)

This math topic focuses on practicing multiplication of whole numbers, specifically using column breakout for 2-digit numbers multiplied by a single-digit number. The problems entail breaking down a 2-digit number into its tens and units components and then multiplying these components separately by a single-digit number. For each question, learners are given a set of possible solutions and need to identify the correct breakdown that results in the correct product when multiplied by the given single-digit number, enhancing their understanding of multiplication and number decomposition.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

more
View Unit

Whole Number 2 x 1 - Column Breakout

Complete these online problems with 80% or 4 correct answers in a row. Results are immediate.

How can you multiply 24 by 3 by breaking 24 apart

24.×3.‾\begin{aligned}24\hphantom{.}\\[-0.5em]\underline{\times 3\hphantom{.}}\end{aligned}\\

?

Multiplication - Whole Number 2 x 1 - Column Breakout Worksheet

Mobius Math Club logo
Math worksheet on 'Multiplication - Whole Number 2 x 1 - Column Breakout (Level 2)'. Part of a broader unit on 'Multiplication - 1 and 2 Digit - Practice' Learn online: app.mobius.academy/math/units/multiplication_1_and_2_digit/
1
A LaTex expression showing \begin{aligned}24\hphantom{.}\\[-0.5em]\underline{ multiplied by 3\hphantom{.}}\end{aligned}\\
How can you multiply 24 by 3 by breaking 24 apart
a A LaTex expression showing (20 multiplied by 3)+(4 multiplied by 3)
b A LaTex expression showing (20 multiplied by 3) multiplied by (4 multiplied by 3)
2
A LaTex expression showing \begin{aligned}26\hphantom{.}\\[-0.5em]\underline{ multiplied by 3\hphantom{.}}\end{aligned}\\
How can you multiply 26 by 3 by breaking 26 apart
a A LaTex expression showing (20 + 3) multiplied by (6 + 3)
b A LaTex expression showing (20 multiplied by 3)+(6 multiplied by 3)
3
A LaTex expression showing \begin{aligned}16\hphantom{.}\\[-0.5em]\underline{ multiplied by 3\hphantom{.}}\end{aligned}\\
How can you multiply 16 by 3 by breaking 16 apart
a A LaTex expression showing (10 multiplied by 3)+(6 multiplied by 3)
b A LaTex expression showing (10 multiplied by 3)+(3 multiplied by 3)
4
A LaTex expression showing \begin{aligned}23\hphantom{.}\\[-0.5em]\underline{ multiplied by 3\hphantom{.}}\end{aligned}\\
How can you multiply 23 by 3 by breaking 23 apart
a A LaTex expression showing (20 + 3) multiplied by (3 + 3)
b A LaTex expression showing (20 multiplied by 3)+(3 multiplied by 3)
5
A LaTex expression showing \begin{aligned}25\hphantom{.}\\[-0.5em]\underline{ multiplied by 3\hphantom{.}}\end{aligned}\\
How can you multiply 25 by 3 by breaking 25 apart
a A LaTex expression showing (20 multiplied by 3)+(3 multiplied by 3)
b A LaTex expression showing (20 multiplied by 3)+(5 multiplied by 3)
6
A LaTex expression showing \begin{aligned}13\hphantom{.}\\[-0.5em]\underline{ multiplied by 3\hphantom{.}}\end{aligned}\\
How can you multiply 13 by 3 by breaking 13 apart
a A LaTex expression showing (10 multiplied by 3)+(3 multiplied by 3)
b A LaTex expression showing (10 multiplied by 3) multiplied by (3 multiplied by 3)
7
A LaTex expression showing \begin{aligned}14\hphantom{.}\\[-0.5em]\underline{ multiplied by 3\hphantom{.}}\end{aligned}\\
How can you multiply 14 by 3 by breaking 14 apart
a A LaTex expression showing (10 multiplied by 3)+(3 multiplied by 3)
b A LaTex expression showing (10 multiplied by 3)+(4 multiplied by 3)