Mathematics, 24.02.2021 21:20 michaelsoupios

The sum of the first two terms of an exponential sequence is 135 and the sum of the third and fourth terms is 60.Given that the common ratio is positive, Calculate the common ratio and the first term

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The sum of the first two terms of an exponential sequence is 135 and the sum of the third and fourth...

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The sum of the first two terms of an exponential sequence is 135 and the sum of the third and fourth terms is 60.Given that the common ratio is positive, Calculate the common ratio and the first term​

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Another question on Mathematics

The sum of the first two terms of an exponential sequence is 135 and the sum of the third and fourth terms is 60.Given that the common ratio is positive, Calculate the common ratio and the first term