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Mrs. Stanley is filling a bucket with water from a hose. The amount of water in the bucket after xx seconds is given by the function f(x)f(x). The amount of water is measured in liters.\newlineWhat does f(4)<2f(4) < 2 tell you?\newlineChoices:\newline(A)It takes under 22 seconds to fill the bucket with 44 liters of water.\newline(B)After 44 seconds, the amount of water in the bucket is less than 22 liters.

Full solution

Q. Mrs. Stanley is filling a bucket with water from a hose. The amount of water in the bucket after xx seconds is given by the function f(x)f(x). The amount of water is measured in liters.\newlineWhat does f(4)<2f(4) < 2 tell you?\newlineChoices:\newline(A)It takes under 22 seconds to fill the bucket with 44 liters of water.\newline(B)After 44 seconds, the amount of water in the bucket is less than 22 liters.
  1. Understand function f(x)f(x): Understand the function f(x)f(x) and what it represents.\newlineThe function f(x)f(x) gives the amount of water in the bucket after xx seconds, where the amount of water is measured in liters.
  2. Interpret inequality f(4)<2f(4) < 2: Interpret the inequality f(4)<2f(4) < 2. The inequality tells us that the amount of water in the bucket after 44 seconds is less than 22 liters.
  3. Choose correct option: Choose the correct option based on the interpretation of the inequality.\newlineOption (A) states that it takes under 22 seconds to fill the bucket with 44 liters of water, which is not what f(4)<2f(4) < 2 indicates.\newlineOption (B) states that after 44 seconds, the amount of water in the bucket is less than 22 liters, which correctly interprets the inequality f(4)<2f(4) < 2.

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