Question

question 6 of 15 (1 point) | question attempt: 1 of unlimited
find the domain and range of the relation. use interval notation where appropriate. express numbers as decimals.

Explanation:

Step1: Identify domain

The domain is the set of all x - values. Looking at the points \((-2.6,-2.3)\), \((0, - 3.9)\), \((0,4.1)\), \((2.9,1.7)\), the smallest x - value is \(-2.6\) and the largest is \(2.9\). Since the relation is a continuous curve between these points, the domain is the interval from the smallest to the largest x - value.
\[[-2.6,2.9]\]

Step2: Identify range

The range is the set of all y - values. The smallest y - value is \(-3.9\) and the largest is \(4.1\). Since the relation is a continuous curve between these points, the range is the interval from the smallest to the largest y - value.
\[[-3.9,4.1]\]

Answer:

Domain: \([-2.6,2.9]\), Range: \([-3.9,4.1]\)