Step by step
- Repeat and meet again, next time together: LCM.
- Largest equal groups, biggest pieces, nothing left: GCF.
- Solve with the calculator above and check the answer makes sense.
At a glance
| Problem | Use | Answer |
|---|---|---|
| Buses every 12 and 18 min; together again? | LCM | 36 min |
| 24 and 36 cm ribbons, longest equal pieces? | GCF | 12 cm |
| 18 boys, 24 girls, most equal teams? | GCF | 6 teams |
Related questions
What if a problem asks how many pieces?
First find the GCF size, then divide each length by it: 24 ÷ 12 + 36 ÷ 12 = 5 pieces.
Are there problems needing both?
Yes, some ask for the GCF first and then a count, or for an LCM and a number of cycles.
Is there a quick check?
The LCM answer is bigger than the numbers; the GCF answer is smaller.
More questions: lcm and gcf calculator
- How to find the LCM and GCF of two or more numbers
- What are LCM and GCF in maths?
- What is the difference between LCM and GCF?
- LCM and GCF examples with solutions
- How to find the LCM using the GCF (shortcut formula)
Open the full lcm and gcf calculator →
Updated November 14, 2026.