To solve this problem, let's break it down step by step.

1. Initially, 6 learners are sitting at one table.
2. When another table is added, the number of learners increases to 8. This suggests that the second table adds 2 learners to the original group of 6.

From this pattern, we can assume that for each additional table beyond the first, only 2 additional learners are added.

Calculating the number of learners for five tables:

• First table: 6 learners.
• Second table: 8 learners.
• Each new table adds 2 learners.

Thus, the total number of learners for 5 tables will be:

• Table 1: 6 learners
• Table 2: 8 learners
• Table 3: 8 + 2 = 10 learners
• Table 4: 10 + 2 = 12 learners
• Table 5: 12 + 2 = 14 learners

So, with 5 tables, there would be 14 learners.

Would you like more details on this solution, or do you have any questions?

Related Questions:

1. If there are 10 tables, how many learners would there be?
2. What if each new table added 3 learners instead of 2? How many learners would be at 5 tables?
3. If each learner occupies 1 meter of space, how much space is required for 14 learners?
4. What if the pattern started with 8 learners at the first table instead of 6?
5. How would the number of learners change if we remove one table?

Tip:

When working with patterns, identifying how values change with each step can help you establish a rule to predict future outcomes.