SOLUTION: In a sequence of 10 terms as 10^10+10^10+...+10^10=10^x, what is x?

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Question 1020924: In a sequence of 10 terms as 10^10+10^10+...+10^10=10^x, what is x?
Answer by ikleyn(52787)   (Show Source): You can put this solution on YOUR website!
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In a sequence of 10 terms as 10^10+10^10+...+10^10=10^x, what is x?
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1. Left side is not a sequence of 10 terms.

   It is the sum of 10 addends.


2. The "x" under the question is 11.


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