Question 1

What is the easiest trick for the 4 times table?

Accepted Answer

The double-double method is by far the most reliable strategy: to multiply any number by 4, double it twice. For 4 × 7, double 7 to get 14, then double 14 to get 28. This requires no memorisation at all — just two applications of doubling, which most children already do automatically. Because 4 = 2 × 2, the two-doubling approach is mathematically exact, and it works for every fact in the table without exception. Children who use this method consistently find the 4 times table becomes genuinely automatic within a few weeks of practice.

Question 2

Are all answers in the 4 times table even?

Accepted Answer

Yes — every single answer in the 4 times table is even, without exception. This is because 4 itself is even, and an even number multiplied by any whole number always produces an even result. This means children have an instant self-checking tool: if they've worked out a 4× answer and got an odd number, they know immediately that something went wrong. The units digits cycle through a predictable pattern too — 4, 8, 2, 6, 0, 4, 8, 2, 6, 0 — which gives children a second way to verify any answer they're unsure about.

Question 3

How does the 4 times table connect to the 2 times table?

Accepted Answer

The connection is direct and mathematical: 4 = 2 × 2, which means multiplying by 4 is exactly the same as multiplying by 2 twice. So every fact in the 4 times table is simply the corresponding 2× fact doubled: 2 × 7 = 14, therefore 4 × 7 = 28. This means any child who knows their 2 times table already has all the raw material needed for the 4 times table — they just need one extra step. Making this link explicit is far more powerful than asking children to memorise the 4s as a separate table, and it shows children how the multiplication system is internally connected rather than being a collection of arbitrary facts.

Question 4

Why is the 4 times table important?

Accepted Answer

The 4 times table is important both in its own right and as a gateway to higher tables. Mastering the 4s extends directly to the 8 times table, since 8 = 4 × 2 and every 8× fact is simply the corresponding 4× fact doubled. The 4s also underpin area calculations: the area of a square with side 4 is 4 × 4, and many area problems in KS2 involve multiples of 4. Understanding four-fold patterns also connects to geometry (squares, rectangles), measurement (four-sided shapes), and data handling (scaling by factors of 4). A secure 4 times table is therefore not just a standalone curriculum target but a building block for multiple other areas.

Question 5

How can I make the 4 times table fun?

Accepted Answer

Groups of four are everywhere in the real world, which makes it easy to embed practice in everyday life. Count car wheels every time you pass a car park, chair legs in a café, or corners on windows and doors. Turn it into a game: 'I can see 6 cars — how many wheels is that?' Real-world problems feel more relevant than worksheet drills and tend to produce better memory consolidation. Card games where players double numbers twice, or dice games that use the 4× rule, also work well. The key is keeping practice short (5 minutes), frequent (daily if possible), and varied enough to prevent boredom.

The 4 Times Table

💡 The Double-Double Trick

⭐ All Answers Are Even

🌍 Real-World Examples

🎮 Practice Tips

Frequently Asked Questions