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What is the domain and range of this graph

What is the domain and range of this graph-example-1

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Answer:The graph you've provided contains multiple equations, so the domain and range would depend on which specific equation you're referring to. Here are the equations present in the graph:

1.y=x+5

2. y=2x+16

3. y=x^2-\frac{32}{5}

4.y=x-10

5. y=3x

For each of these equations, the domain is all real numbers because you can substitute any real number for x and get a real number for y. However, the range would vary:

1. For $$y=x+5$$, the range is all real numbers.

2. For $$y=2x+16$$, the range is all real numbers.

3. For $$y=x^2-\frac{32}{5}$$, the range is all numbers greater than or equal to $$-\frac{32}{5}$$.

4. For $$y=x-10$$, the range is all real numbers.

5. For $$y=3x$$, the range is all real numbers.

Please let me know if you need information about a specific equation or point on the graph!

Explanation:

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User Verbsintransit
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