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### A cylindrical container that contains three balls that …

A cylindrical container that contains three balls that are 2.7 inches in diameter is standing on its base and passes through an x-ray scanner that scans - 17046211

### A cylindrical container that contains three tennis …

Correct answers: 1 question: A cylindrical container that contains three tennis balls that are 5.4 inches in diameter is lying on its side and passes through an x-ray scanner that scans from the top only. What outline will appear on the x-ray screen, and what are the dimensions?cylindrical container with three spheres side by side so that the spheres are laying horizontally A circle with a ...

### A cylindrical container that contains three tennis …

answers I believe the answer would be D - A circle with a diameter of 2.7Step-by-step explanation: A cylindrical container that contains three tennis balls that are 2.7 inches in diameter is lying on its sid...

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The standard unit of measurement is sometimes inches and other times millimeters. Whichever the case, the units are converted so that you can see the size in either unit. See also our list of ball weights. Sport Ball Diameter, Sorted from Smallest to largest

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To prevent water absorption balls may be specially coated, or the stitches bonded with glue. The size of a football is roughly 22 cm (8.66 inches) in diameter for a regulation size 5 ball. Rules state that a size 5 ball must be 68 to 70 cm (27 to 28 in) in circumference.

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11-10-2011 · Draw a diagram. It really helps. For this question, assume the tennis balls are a perfect fit in the container and have no space to move. Also assume all three balls are exactly the same. V of a sphere (the balls) = 4/3(pi)(r^3) if Diameter= 3inches, radius=1.5 inches. therefore: V of a ball (again, assume all 3 balls are the same)=4/3pi(r^3)

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Tennis balls are sold in cylindrical containers that contain three balls each. To model the container and the balls in it, we will assume that the balls are 2.7 inches in diameter and that the container is a cylinder the interior of which measures 2.7 inches in diameter and $3 \times 2.7 = 8.1$ inches high.

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A cylindrical canister contains three tennis balls. Assume the tennis balls touch the sides of the canister and the top and bottom with no gaps. If each ball is 2.7 inches in diameter, how much wasted space is in the canister? Round to the nearest hundredth. A) 10.31 in3 B) 15.46 in3 C) 18.04 in3 D) 30.92 in

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Question 212847: A cylindrical can contains three tennis balls. The diameter of each tennis ball is 8cm. If the tennis balls fit snuggly against the interior of the can, and against the top and bottom of the can, how many cubic centimeters of empty space are in the can? Express your answer in terms of pi.

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Again, on a one and five-eighths inch diameter ball, this can amount to a three micro inch (75 nanometers) change, in this short period (it will take these balls close to an hour to stabilize or equilibrate on the uncovered aluminum soaking plate). Sphericity

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