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The graph shows the number of albums sold as a function of the number of albums produced. Which statement is true?

As the number of albums produced decreases, the number of albums sold increases without bound.
There is no limit to the number of albums produced, but there is a limit to the number of albums sold.
As the number of albums produced increases without bound, the number of albums sold increases without bound.
As the number of albums sold increases without bound, the number of albums produced decreases without bound.

The graph shows the number of albums sold as a function of the number of albums produced-example-1
User Tif
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2 Answers

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As the number of albums produced increases without bound, the number of albums sold increases without bound.
hope this helps:)

User PhilHibbs
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Answer: As the number of albums produced increases without bound, the number of albums sold increases without bound.

Explanation:

In the given graph, The x-axis denotes the number of albums produced and y -axis denotes the number of album sold.

Here , independent variable : "number of albums produced"

dependent variable = "number of album sold."

The graph is going upwards and the arrow points that there is no bound .

The upward graph signifies a positively correlattion.

i.e. As the number of albums produced increase he number of albums sold increases.

Hence, the true statement is : As the number of albums produced increases without bound, the number of albums sold increases without bound.

User Rastio
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