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A Cylinder Has A Base Diameter Of 16Ft And A Height Of 19Ft. What Is Its Volume In Cubic Ft, To The Nearest Tenths Place?. Therefore, the volume \ (v\) is calculated as \ (\pi \times 8^2 \times 19\). The radius $$r$$r is half of the diameter:
Learn how to calculate the volume of a cylinder with a base diameter of 16ft and a height of 19ft using the formula v = πr²h. The volume of the cylinder is calculated using the formula v = πr2h. What is its volume in cubic ft, to the nearest tenths place?
$$v = \pi r^ {2} h$$v = πr2h. The volume of a cylinder = the area of a base x a height \pi \times { (\frac {16} {2})}^ {2}\times 19=1216\pi π×(216)2×19=1216π \approx 382 3820. $$r = \frac {16} {2} = 8$$r = 216 = 8 ft.
Calculate the radius of the base. Calculate the cubic footage of a cylinder using our cylinder volume calculator. So, the volume of the cylinder is approximately $$3818.2 \, ft^.
Use the formula for the volume of a cylinder: A cylinder has a base diameter of 16ft and a height of 19ft. The height is given as 19 feet.
2 cubic feet ≈ 3823820.2cubicf eet See the step by step solution and the answer to the nearest tenths. With a radius of 8 feet and a height of 19 feet, the volume comes out to approximately 3817.8 cubic feet,.
Enter the radius and height and get the volume in cubic feet. Learn how to calculate the volume of a cylinder with a base diameter of 16ft and a height of 19ft using the formula v = πr²h. The answer is approximately 3820.2 cubic feet to the nearest tenth.
