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I will be here to help you solve this type of problem today ” what is the range of the function graphed below”. Let’s follow each step carefully to know how to do and understand the way to solve this work in the most through way. To be able gain valuable knowledge, let’s concentrate on this.

## Question: “what is the range of the function graphed below”

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Find the domain and range of the function graphed below. 3- 5 4 -3 -2 1 -2 -5

Domain:

Range:

**Answer**

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**How to find domain and range from graphs**

Graphs are another way to identify the domain as well as the range of functions. The domain is the set of input values. A graph’s domain includes all input values that are shown on the *x*-axis. The range refers to the set of output values that can be displayed on the *and*-axes. Remember that the range and domain may be larger than the visible values if the graph extends beyond the area we can see.

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The graph extends horizontally without bound from -5 to right. Therefore, the domain is [-5]. The graph’s vertical extent is equal to all range values below 5, so the range is (-∞,5). The domain and range are always written in smaller to larger numbers, from left to right, for domain, and from bottom to top for range.

**Conclusion**

This is how you solve this type of task “what is the range of the function graphed below”. Please leave a message below if you have any questions or comments.

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