Question

Consider the inequality: -5 < x < 6. Which of the following represents the solution to this inequality in interval notation?

A) (-5, 6)
B) -5.6)
C) (-0, -5)U [6, [infinity])
D) (-[infinity], -5] U (6, [infinity])

Answer 1

The solution to the inequality -5 < x < 6 in interval notation is (-5, 6), representing values of x between -5 and 6, excluding both endpoints.

Step-by-step explanation:

The inequality -5 < x < 6 represents a range of values for x that are greater than -5 and less than 6, but not including -5 and 6.

In interval notation, the correct representation of this inequality is (-5, 6).

This means that the solution to the inequality lies between -5 and 6, excluding both endpoints.