Free Printable 5 Times Table Chart & Worksheets

The 5 times table is one of the easiest to learn: every answer ends in 0 or 5. It also connects directly to reading clocks. Print a chart, extended table, or practice drill and start building fluency.

About the 5 Times Table

The 5 times table is a student favorite because of its crystal-clear pattern: multiply an even number by 5 and the answer ends in 0, multiply an odd number by 5 and it ends in 5. That's it — no exceptions. This predictability makes the 5s one of the first times tables most children master, often right after 1s, 2s, and 10s. The pattern also provides an instant error check: if your answer to a 5s problem doesn't end in 0 or 5, you know immediately that something went wrong.

The 5s table has a powerful real-world connection: telling time on an analog clock. Each number on the clock face represents 5 minutes (1 = :05, 2 = :10, 3 = :15...), so knowing 5×7 = 35 means a child can instantly read that the minute hand pointing at 7 means :35. This practical link gives students a reason to care about 5s facts beyond the classroom. Our charts make the 0/5 alternating pattern visual, and the drill worksheet builds speed.

Frequently Asked Questions

Why is the 5 times table so easy to learn?
The 5s have the simplest pattern of any times table besides 1s and 10s: every answer ends in either 0 or 5. Even x 5 ends in 0 (2x5=10, 4x5=20), odd x 5 ends in 5 (3x5=15, 7x5=35). This pattern makes it nearly impossible to give a wrong answer once you see it, and most students pick it up within a few practice sessions.
How does the 5 times table help with telling time?
Analog clocks use multiples of 5 for minutes. When the minute hand points at the 3, it means 15 minutes (5x3). When it points at the 9, it means 45 minutes (5x9). Learning the 5s table directly teaches children to read analog clocks, making it one of the most practical times tables in daily life.
What's a quick trick for multiplying larger numbers by 5?
For any number, multiply by 10 (just add a zero) and then divide by 2. So 5x16: take 16x10=160, then half of 160 is 80. This works because 5 is half of 10. It's especially useful for numbers above 12 where the facts might not be memorized yet.