Question

The graph shows the number of albums sold as a function of the number of albums produced.

Answer 1

Answer with explanation:

→→→If you will look at the graph of the function ,which is number of albums produced which is on x axis, and number of album sold which is on y axis,as value of x increases , the value of y increases.

→→To prove this , we will use the concept of increasing and decreasing function.

At, $x_{1}=3,y_{1}=1000$

And, $x_{2}=5, y_{2}=2750$

By the definition of Strictly increasing function if ,

$x_{2}>x_{1}\\\\{\text{then}},y_{2}>y_{1}$

Here, 5>3→→2,750>1,000

So,⇒⇒ the given function which is the relationship between, number of albums produced and number of albums sold , is an increasing function.

Also, if you will look at the graph, there is no upper bound on x (number of albums produced) as well as no upper bound on y ( number of albums sold.)

Option A: As the number of albums produced increases without bound, the number of albums sold increases without bound.

Answer 2

Answer:

A. As the number of albums produced increases without bound, the number of albums sold increases without bound.

Step-by-step explanation: