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Express the number together a ratio of integers. 0 votes

Express the number together a ratio of integers.

You are watching: Express the number as a ratio of integers. ratio-integersconvergent-divergentaskedFeb 11, 2015in CALCULUSby anonymousreshownFeb 11, 2015by goushi

Step 1 :

The geometric collection is convergent if and also its amount is If , the geometric series is divergent.

Step 2 :

The expression is Rewrite the expression. The above collection is geometric collection with and .

Observe the .

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Hence, the geometric series is convergent.

The amount is  Solution : 