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Okay, so we've identified the pattern: the differences between consecutive numbers increase by 1 each time. Now, it's time to put our pattern to work and find the next two numbers in the sequence! We know that the difference between the last two numbers (7 and 11) is 4. So, the next difference should be 5. To find the next number in the original sequence, we add this difference (5) to the last number in the original sequence (11): 11 + 5 = 16. That's our first missing number! Now, to find the *next* number, we need to continue the pattern. The next difference after 5 should be 6. So, we add 6 to the number we just found (16): 16 + 6 = 22. There you have it! The next two numbers in the sequence are 16 and 22. Awesome, we solved it! By carefully analyzing the pattern of differences, we've successfully predicted the next two numbers in the sequence. Isn't it cool to see how a simple pattern can lead to such interesting results? This method of looking at differences can be applied to other number sequences. This will help you to solve more complex problems in the future. Now, let's go on to the summary!
