Question

{x:|x|<=3,x belongs to N}

Answer 1

$\bigstar$ Explanation $\bigstar$

$\longrightarrow$ Given,

{x:|x|<=3,x belongs to N}

$\longrightarrow$ To find,

To convert set builder form to roaster form

$\longrightarrow$ Solution,

{x:|x|<=3,x belongs to N} here this set has elements which belong to natural numbers set but it is less than or equal to 3

We know that natural numbers start from 1 and continues till infinity.

Therefore the roaster form is

$\boxed{\rm A = 1,2,3 } }$