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Geometric sequences are multiplied or divided to find a common difference 

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Geometric sequences are multiplied or divided to find a common difference 

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Geometric sequences are multiplied by a common ratio

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Geometric sequences are multiplied by a common ratio

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You have to multiply or divide to find the common difference in a geometric sequence. They make curves

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Geometric sequences have a common ratio, exponential curves, involves multiplying and dividing, Un=Un-1 ,2,4,8,16,32,64

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Geometric sequences contain common ratio

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Geometric sequences contain common ratio

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Geometric Sequence: Formula & Examples

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this is a sequence that is continued by the previous number being multiplied or divided by the same number such as in this sequence 2,4,8,16,32,64 each term is multiplied by 2 to find the next term.

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this is a sequence that is continued by the previous number being multiplied or divided by the same number such as in this sequence 2,4,8,16,32,64 each term is multiplied by 2 to find the next term.

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Geometric sequences contain common ratios as opposed to common differences which would be in arithmetic sequences

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Geometric sequences contain common ratios as opposed to common differences which would be in arithmetic sequences

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Geometric sequences make exponential graphs

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Geometric sequences make exponential graphs

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Geometric sequences make exponential lines and it makes exponential curves

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Geometric sequences are exponential curves, and they either divide or multiply. U(n)=U(n-1)*r. They contain a common ratio, and they also could be recursive. Geometric sequences have growth multiplying and adding, and decay is when you are dividing and subtracting.

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Geometric sequences are exponential curves, and they either divide or multiply. U(n)=U(n-1)*r. They contain a common ratio, and they also could be recursive. Geometric sequences have growth multiplying and adding, and decay is when you are dividing and subtracting.

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a geometric sequence can make lines that are exponential

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a geometric sequence can make lines that are exponential

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Geometric sequences make exponential curves.

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Geometric sequences make exponential curves.

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a geometric sequence involves multiplying and dividing

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a geometric sequence involves multiplying and dividing