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Sagot :
Answer:
The tank will fill with 516 gallons after B. 19 hours.
Step-by-step explanation:
To answer this question, let’s set up an equation to model the amount of water in the tank.
The tank is filling with water at a constant rate. Therefore, we can model the scenario using an equation in y = mx + b form. Let y equal the amount of gallons in the tank and let x equal the amount of hours.
The tank starts with 22 gallons. This is our y-intercept. The tank is filling up at a rate of 26 gallons/hour. This is our slope. So, the situation can be modeled by
y = 26x + 22
To find the time when the tank reaches 516 gallons, set y to 516 and solve for x.
516 = 26x + 22
494 = 26x
19 = x
So, the tank will reach 516 gallons after 19 hours.
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