10 Times Table
The Place Value Shift & Base-10 Core
Multiply by 10 by shifting digits one column to the left in the place value chart!
10 Times Table Reference List
Every whole number multiple of 10 ends in 0. The digits shift one place value to the left.
Interactive 10× Table Practice Test
Instant feedback, audio cues & streaksAwesome Work!
You've completed the 10 times table challenge!
3D Flashcards & Cut-Outs
Practice the 10× table with interactive flipping 3D digital cards or print classroom fold-and-cut physical decks.
12×12 Multiplication Chart
Trace coordinate factors on the full Pythagorean matrix, spot glowing square number patterns, and print classroom posters.
1-Click Printable Worksheet (10× Speed Drill)
Page 1: Student 30-question drill. Page 2: Dedicated teacher & parent answer key for rapid grading.
10 Times Table Speed Drill
Multiplication Fluency Practice • Standard: CCSS 3.OA.C.7 • thetimestable.io
10 Times Table — ANSWER KEY
Teacher & Parent Quick-Grading Guide • All 30 Answers Verified
Interactive Array Grid (10× Area Model)
Multiplication represents equal rows and columns. Move the slider to change the grid width.
Commutative Property: Turning the grid on its side shows that 10 × 4 = 4 × 10 = 40.
The 3-Lens Guide to the 10 Times Table
Tailored pedagogical perspectives for students learning, teachers instructing, and parents coaching at home.
Base-10 Engine: Shifting Columns
Multiplying whole numbers by 10 is fast and easy. Every product ends in a 0 because the number has shifted into the tens column!
Top Student Tips
- → The Dimes & Tenner rule: A £10 note or $10 bill represents 10 units. 5 ten-pound notes = £50.
- → Decade numbers: 10, 20, 30, 40, 50, 60, 70, 80, 90, 100 are called decade numbers.
Secrets & Patterns for the 10× Table
Understanding the underlying mathematical patterns makes memorisation permanent and effortless.
The Place Value Shift
Multiplying by 10 moves every digit one column to the left (ones become tens, tens become hundreds), and a zero holds the ones place.
Common Mistakes & Stumbling Blocks
Recognizing predictable misconceptions is the fastest way to build lasting mathematical confidence.
“Teaching that you "just add a zero"”
Saying "just add a zero" confuses children when they meet decimals later (e.g. thinking 3.4 × 10 = 3.40 instead of 34).
Teach that the digits shift one place to the left and zero acts as a place-holder in the empty ones column.
Real-World Word Problems for the 10× Table
Translating words into multiplication expressions connects abstract numbers to everyday life.
A cinema auditorium has 8 rows of seats. There are 10 seats in each row. How many moviegoers can sit down?
Reveal Answer & Working ▼
8 rows of 10 seats each: 10 × 8 = 80 seats.
A collector buys 12 unopened packs of collectible monster cards. Each pack contains 10 cards. How many cards does he open?
Reveal Answer & Working ▼
12 packs of 10 cards: 10 × 12 = 120 cards.
At a bowling alley, 6 friends each bowl an entire 10-pin frame. How many pins were set up in total for all 6 friends?
Reveal Answer & Working ▼
6 frames of 10 pins each: 10 × 6 = 60 pins.
Grandpa gives his grandchildren 9 ten-pound notes for their birthday savings. How much money did Grandpa give?
Reveal Answer & Working ▼
9 notes worth 10 units each: 10 × 9 = 90.
A wooden ruler measures 7 centimetres in length. Each centimetre equals 10 millimetres. How many millimetres long is the ruler?
Reveal Answer & Working ▼
7 centimetres with 10 mm each: 10 × 7 = 70 mm.
A history documentary covers 5 complete decades of archaeological discoveries. Each decade is 10 years. How many years were covered?
Reveal Answer & Working ▼
5 decades of 10 years each: 10 × 5 = 50 years.
Frequently Asked Questions
Common queries about learning and teaching the 10 Times Table.
Why shouldn’t we tell children to 'just add a zero' when multiplying by 10? ▼
Because in math, 'adding zero' means n + 0 = n (adding zero doesn’t change anything!). Furthermore, when children encounter decimals like 4.5 × 10, adding a zero to get 4.50 is incorrect. The mathematically accurate understanding is that digits shift one place to the left.
What is the correct mathematical explanation for multiplying by 10? ▼
In our base-10 place value system, multiplying by 10 shifts every digit one column to the left: ones become tens, tens become hundreds, and zero acts as a place-holder in the ones column.
Why does the 'add a zero' shortcut fail when children encounter decimals? ▼
Because in decimals, adding a trailing zero does not change value: 3.4 and 3.40 are identical. But 3.4 × 10 = 34 (the digits shift left across the decimal point).
How is the 10 times table foundational to the metric system? ▼
The metric system is entirely base-10: 10 millimeters in a centimeter, 100 centimeters in a meter, 1,000 meters in a kilometer. Knowing the 10 times table is the key to all metric unit conversions.
When is the 10 times table taught in primary schools? ▼
It is one of the earliest tables taught, typically in Year 1 and Year 2 (Ages 5–7) alongside 2s and 5s.
What is the difference between multiplying by 10 and multiplying by 100? ▼
Multiplying by 10 shifts digits one column to the left. Multiplying by 100 shifts digits two columns to the left (e.g. 7 → 70 → 700).
How can base-10 blocks or money help children visualize the 10 times table? ▼
A £10 note or $10 bill represents 10 units. Dienes 'rods' show 10 individual unit cubes joined in a single bar, helping children see 10 as one unit of tens.