Difference between revisions of "Let $x$ be the number $9$ followed by $2015$ zeros. What is smallest integer greater than or equal to $x$ that is divisible by 11? Expression your answer in terms of $x$."
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Let <math>x</math> be the number <math>9</math> followed by <math>2015</math> zeros. What is smallest integer greater than or equal to <math>x</math> that is divisible by 11? Expression your answer in terms of <math>x</math>. | Let <math>x</math> be the number <math>9</math> followed by <math>2015</math> zeros. What is smallest integer greater than or equal to <math>x</math> that is divisible by 11? Expression your answer in terms of <math>x</math>. | ||
Latest revision as of 12:53, 30 July 2025
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Let 
be the number 
followed by 
zeros. What is smallest integer greater than or equal to that is divisible by 11? Expression your answer in terms of .
