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Emma needs to order liquid fertilizer for her landscaping company. She plans to keep the fertilizer in a large cylindrical storage tank, but isn’t sure how much it will hold. The tank is 10 feet tall and the circular base has a radius of 5 feet. What is the volume of her storage tank?
Let me see.
I found the volume of a cylinder formula online to be V = pi•r^2• h, where r = radius and h = height.
V = pi(5)^2(10)
V = pi(25)(10)
V = 250pi (feet)^3
You say?
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Emma needs to order liquid fertilizer for her landscaping company. She plans to keep the fertilizer in a large cylindrical storage tank, but isn’t sure how much it will hold. The tank is 10 feet tall and the circular base has a radius of 5 feet. What is the volume of her storage tank?
Just answer the questions posted and keep your text math-related.
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sologuitar wrote:Emma needs to order liquid fertilizer for her landscaping company. She plans to keep the fertilizer in a large cylindrical storage tank, but isn’t sure how much it will hold. The tank is 10 feet tall and the circular base has a radius of 5 feet. What is the volume of her storage tank?
Just answer the questions posted and keep your text math-related.
It's good to see that I am at least able to answer GED math problems correctly.
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