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Consider the two functions shown here. Which function grows faster for large positive values of x? [Note: Function 1 is shown in the graph.]

A) Function 1, because it has larger x values than function 2.
B) Function 1, because the y-value for x = 1 is greater in function 1.
C) Function 2, because all the range values of the function are positive.
D) Function 2, because the y-values increase faster than the y-values in function 1.

Consider the two functions shown here Which function grows faster for large positive values of x Note Function 1 is shown in the graph A Function 1 because it class=

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homadison4

Answer:

D) Function 2, because the y-values increase faster than the y-values in function 1.

Step-by-step explanation:

"Function 2, because the y-values increase faster than the y-values in function 1. The values in the table are being squared, while the ones in the graph are from the linear function y = 4x + 5."

The function that grows faster for large positive values of x is option D

D) Function 2, because the y-values increase faster than the y-values in function 1.

Calculation of the function that grows faster:

Here the function 2 should be considered since the value of y should be increased faster as compared to the value of y in the function 1. Now the values that shows in the table should be squared and contains the linear function i.e. y = 4x + 5

Learn more about function here; https://brainly.com/question/17039657

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