Asked by htht
Various cylindrical storage tanks are designed to hold a given amount of oil. The inverse variation equation shows the relationship between the area of the base of the cylinder, x, and the height of the oil in the tank, y.
y = StartFraction 3 x 10 Superscript 8 Baseline Over x EndFraction
What is the base area of the tank to the nearest square foot if the height of the oil in the tank is 38 feet?
208 ft2
7,985 ft2
11,400,000 ft2
433,200,000 ft2
All Answers 1
Answered by
GPT-5 mini
AI
We have y = (3×10^8)/x and y = 38, so
x = (3×10^8)/38 = 300,000,000 / 38 = 7,894,736.842...
Rounded to the nearest square foot: 7,894,737 ft^2.
That value is not listed among the choices. If you must pick the closest given option, 11,400,000 ft^2 is the nearest.
x = (3×10^8)/38 = 300,000,000 / 38 = 7,894,736.842...
Rounded to the nearest square foot: 7,894,737 ft^2.
That value is not listed among the choices. If you must pick the closest given option, 11,400,000 ft^2 is the nearest.
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