Question
Describe the following sets in Roster form:
$\{\text{x}\in\text{N}:\text{x}^2 < 25\};$

Answer

In Roster form, we describe a set by listing its elements, separated  by commas and the elements are written within braces { }. If a set  has infinitely many elements, them comma is followed by ..., where the dots stand for 'and so on'.
$1\in \text{N}\because {1}^2 = 1 < 25$
$2\in \text{N}\because {2}^2 = 4 < 25$
$3\in \text{N}\because {3}^2 = 9 < 25$
$4\in \text{N}\because {4}^2 = 16 < 25$
Hence, the above set can be written as {1, 2, 3, 4}.

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