![]() And if you would like to see more MathSux content, please help support us by following ad subscribing to one of our platforms. Still, got questions? No problem! Don’t hesitate to comment below or reach out via email. ![]() Since the question was originally only asking for the value of the third term we know our solution only needs to be the value of the third term which is 9. Here we shall learn more about each of the above-mentioned geometric sequence formulas along with their proofs and examples. Step 5: We found the recursive sequence we were looking for: 1,3,9. The n th term of a geometric sequence The recursive formula of a geometric sequence The sum of a finite geometric sequence The sum of an infinite geometric sequence The geometric sequences can be finite or infinite. Get instant feedback, extra help and step-by-step explanations. Here, we are given the first term 1 3 together with the recursive formula. To generate a sequence from its recursive formula, we need to know the first term in the sequence, that is. ![]() ![]() Personally, I recommend looking at the arithmetic sequence or geometric sequence posts next! This recursive formula is a geometric sequence. Practice Writing Recursive Rules For Geometric Sequences with practice problems and explanations. Recall that a recursive formula of the form ( ) defines each term of a sequence as a function of the previous term. Looking to learn more about sequences? You’ve come to the right place! Check out these sequence resources and posts below. The recursive formula of the geometric sequence is given by option D an (1) × (5)(n - 1) for n 1 How to determine recursive formula of a geometric sequen See what teachers have to say about Brainlys new learning tools WATCH. Think you are ready to solve a recursive equation on your own?! Try finding the specific term in each given recursive function below: Practice Questions: Solutions: Related Posts: ![]()
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