No I mean I don't know how to do like six times three on my fingers

For multiplication involving smaller numbers like 6 times 3, a useful method is finger counting. Here’s how to do it:

### Multiplying Single-Digit Numbers Using Fingers

#### Method for Multiplying 6 by 3:

1. **Represent the number 6**: Spread out the fingers on one hand. Let each finger represent a unit. So, 6 can be represented as 5 fingers on one hand plus 1 finger on the other hand (5+1).

2. **Multiply by 3**: This means you need to count three sets of 6.

3. **Count the sets**: Use your fingers to count three sets of 6.
   - First set: 6 (using one hand fully spread plus 1 finger on the other hand)
   - Second set: 6 (again using one hand fully spread plus 1 finger on the other hand)
   - Third set: 6 (once more using one hand fully spread plus 1 finger on the other hand)

4. **Total count**: 
   - First 6: 5 + 1
   - Second 6: 5 + 1
   - Third 6: 5 + 1
   
   Adding these: 6 + 6 + 6.

5. **Sum up the sets**:
   - 6 + 6 = 12
   - 12 + 6 = 18

So, 6 times 3 equals 18.

### Detailed Breakdown:
1. Count the first 6: 
   - Use one hand’s 5 fingers and add 1 finger from the other hand.
2. Count the second 6:
   - Again, use one hand’s 5 fingers and add 1 finger from the other hand.
3. Count the third 6:
   - Use one hand’s 5 fingers and add 1 finger from the other hand.

Combine these: 6 (first set) + 6 (second set) + 6 (third set) = 18.

Would you like more practice examples or help with another topic? Here are some other math problems you might want to explore:

1. How to do division using fingers.
2. Adding and subtracting large numbers using fingers.
3. Multiplying two-digit numbers mentally.
4. Tricks for quick multiplication tables.
5. Using fingers to solve basic addition and subtraction problems.

**Tip:** For quicker calculations, memorize the multiplication tables for numbers 1 through 10. This will make multiplication faster and easier without needing to rely on finger counting.

Discover how to multiply 6 by 3 using the finger counting method. This method teaches basic multiplication skills through practical finger representation, making it easy for elementary school students to understand and practice.

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