6. Write the rule for the pattern \( 85,80,75,70,65 \)
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Beyond the Answer
This pattern is decreasing by 5 with each successive number. If we express it mathematically, we can say that the \( n^{th} \) term of this sequence can be represented as \( 85 - 5(n-1) \). So, for \( n = 1 \), we get 85; for \( n = 2 \), we have 80; and so on. When continuing this pattern, you can also challenge yourself to predict the next few numbers! For example, after 65, you'll get 60 and then 55, keeping that fun shrinking vibe going. It’s like a countdown that’s not just for New Year’s Eve!
