Question

The solution to an inequality is given in interval notation as (2, ∞). What is another way to represent this solution set?

Answer 1

Interval notation can be ( 2 , +∞).

you could also use the "set builder" notation for {x | x> 2; x∈ℝ}

Answer 2

Answer:

Hence, in set builder form it is represented as:

S={ x| x>2 , x∈ set of all real numbers }

Step-by-step explanation:

The solution to an inequality is given in interval notation as (2, ∞).

We have to represent this solution set in some other way.

As we know that the solution of an inequality could be represented in interval form or set builder form.

The set builder form is defined as:

S={x| the condition applied on x}

Here we have solution set(S) in interval form as: (2,∞).

Hence, in set builder form it is represented as:

S={ x| x>2 , x∈ set of all real numbers }