The speed of a baseball x seconds after the pitcher releases it is given by the function f(x). The speed is measured in meters per second. What does f(0.3) = 39.8 tell you? Choices: (A)The ball traveled 39.8 meters within 0.3 seconds of being released. (B)The ball has a speed of 39.8 meters per second 0.3 seconds after it's released.

Identify Function Representation: Identify what the function f(x) represents in the context of the problem. The function f(x) gives the speed of the baseball x seconds after the pitcher releases it, measured in meters per second. Interpret f(0.3) = 39.8: Interpret the meaning of f(0.3) = 39.8 in the context of the problem. The value f(0.3) = 39.8 means that 0.3 seconds after the baseball is released by the pitcher, its speed is 39.8 meters per second. Choose Correct Interpretation: Choose the correct interpretation from the given choices. Based on the interpretation of f(0.3) = 39.8, the correct choice is (B) The ball has a speed of 39.8 meters per second 0.3 seconds after it's released. This is because the function value represents the speed at a specific time, not the distance traveled.

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The speed of a baseball $x$ seconds after the pitcher releases it is given by the function $f(x)$ . The speed is measured in meters per second. $\newline$ What does $f(0.3) = 39.8$ tell you? $\newline$ Choices: $\newline$ (A) The ball traveled $39.8$ meters within $0.3$ seconds of being released. $\newline$ (B) The ball has a speed of $39.8$ meters per second $0.3$ seconds after it's released.

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Q. The speed of a baseball

x

seconds after the pitcher releases it is given by the function

f(x)

. The speed is measured in meters per second.

\newline

What does

f(0.3) = 39.8

tell you?

\newline

Choices:

\newline

(A) The ball traveled

39.8

meters within

0.3

seconds of being released.

\newline

(B) The ball has a speed of

39.8

meters per second

0.3

seconds after it's released.

Identify Function Representation: Identify what the function $f(x)$ represents in the context of the problem. $\newline$ The function $f(x)$ gives the speed of the baseball $x$ seconds after the pitcher releases it, measured in meters per second.
Interpret $f(0.3) = 39.8$ : Interpret the meaning of $f(0.3) = 39.8$ in the context of the problem. $\newline$ The value $f(0.3) = 39.8$ means that $0.3$ seconds after the baseball is released by the pitcher, its speed is $39.8$ meters per second.
Choose Correct Interpretation: Choose the correct interpretation from the given choices. $\newline$ Based on the interpretation of $f(0.3) = 39.8$ , the correct choice is (B) The ball has a speed of $39.8$ meters per second $0.3$ seconds after it's released. This is because the function value represents the speed at a specific time, not the distance traveled.