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Question

The set builder form of {12,23,34,45,56} is
  1. {x:x=nn+1, where n is a natural number and 1n6}
  2. {x:x=nn+1, where n is a natural number and 1n5}
  3. {x:x=nn+1, where n is a natural number and 2n6}
  4. {x:x=nn1, where n is a natural number and 1n5}


Solution

The correct option is B {x:x=nn+1, where n is a natural number and 1n5}
Given, {12,23,34,45,56}
Here every element is of the form kk+1;
set ={x:x=nn+1; 1n5 and nN

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