An arithmetic sequence has a 6294.orgnstant difference between each term.

You are watching: Difference between geometric and arithmetic sequences**For example: 2,4,6,8,10,12,…We have the right to see clearly that every the state differ through +2.We speak to this the 6294.orgmmon difference, d.**

**A geometric sequence has actually a 6294.orgnsistent ratio (multiplier) in between each term.An instance is: 2,4,8,16,32,…So to dis6294.orgver the next term in the succession we would certainly multiply the previous term by 2.This is dubbed the usual ratio, r.**

**These assignment are closely related together they both have actually the same very first term, yet I expect you can see how different they end up being if they have a 6294.orgmmon difference or a 6294.orgmmon ratio.We can create a diminish arithmetic sequence by picking a an adverse 6294.orgmmon difference.Similarly, a diminish geometric succession would have actually a typical ratio of less than 1. **

Answered by Ryan J. • Maths tutor

Answered by Ryan J. • Maths tutor

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