Mrs. West is filling a bucket with water from a hose. The amount of water in the bucket after x seconds is given by the function f(x). The amount of water is measured in liters. What does f(4) < 2 tell you? Choices: (A)It takes under 2 seconds to fill the bucket with 4 liters of water. (B)After 4 seconds, the amount of water in the bucket is less than 2 liters.

Understand function f(x): Understand the function f(x) and what it represents. The function f(x) gives the amount of water in the bucket after x seconds, where the amount of water is measured in liters.Interpret inequality f(4) < 2: Interpret the inequality f(4) < 2. The inequality tells us that the amount of water in the bucket after 4 seconds is less than 2 liters.Choose correct interpretation: Choose the correct interpretation from the given choices. (A) It takes under 2 seconds to fill the bucket with 4 liters of water. - This choice incorrectly interprets the inequality because it suggests a time less than 2 seconds to fill a certain amount of water, which is not what f(4) < 2 indicates. (B) After 4 seconds, the amount of water in the bucket is less than 2 liters. - This choice correctly interprets the inequality as it directly states that after 4 seconds, the amount of water is less than 2 liters, which is what f(4) < 2 indicates.

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Mrs. West is filling a bucket with water from a hose. The amount of water in the bucket after $x$ seconds is given by the function $f(x)$ . The amount of water is measured in liters. $\newline$ What does f(4) < 2 tell you? $\newline$ Choices: $\newline$ (A)It takes under $2$ seconds to fill the bucket with $4$ liters of water. $\newline$ (B)After $4$ seconds, the amount of water in the bucket is less than $2$ liters.

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Math Problems

Algebra 1

Interpret functions using everyday language

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Q. Mrs. West is filling a bucket with water from a hose. The amount of water in the bucket after

x

seconds is given by the function

f(x)

. The amount of water is measured in liters.

\newline

What does

f(4) < 2

tell you?

\newline

Choices:

\newline

(A)It takes under

2

seconds to fill the bucket with

4

liters of water.

\newline

(B)After

4

seconds, the amount of water in the bucket is less than

2

liters.

Understand function $f(x)$ : Understand the function $f(x)$ and what it represents. $\newline$ The function $f(x)$ gives the amount of water in the bucket after $x$ seconds, where the amount of water is measured in liters.
Interpret inequality f(4) < 2: Interpret the inequality f(4) < 2. The inequality tells us that the amount of water in the bucket after $4$ seconds is less than $2$ liters.
Choose correct interpretation: Choose the correct interpretation from the given choices. $\newline$ (A) It takes under $2$ seconds to fill the bucket with $4$ liters of water. - This choice incorrectly interprets the inequality because it suggests a time less than $2$ seconds to fill a certain amount of water, which is not what f(4) < 2 indicates. $\newline$ (B) After $4$ seconds, the amount of water in the bucket is less than $2$ liters. - This choice correctly interprets the inequality as it directly states that after $4$ seconds, the amount of water is less than $2$ liters, which is what f(4) < 2 indicates.