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1. Set aside a container that is dry to use with sand. Fill one ofthe other containers mostly full of water such that the water line is just below the tapered top. Measure and record the 'water height', in the \"Same Mass\" data Table. Example Water Bottle Open Source image Same Mass Water height Sand height Aheight (centimeters) (centimeters) (centimeters) 1.6. 2. Place the container with water on one side of the simpie baiance and place the dry empty container on the opposite side of the simple balance. Obtain sand in your beaker and use the funnel to add sand to the dry empty container until the sand container and water container are balanced (be careful that the funnel is not part of what is balancing the system). Measure and record the 'sand height' in the second container, in the \"Same Mass\" data Table. Pour sand into this one until it balances the water on the other side of the simple balance Simple Balance Open-Source image with added shapes 3. Calculate and record the difference between the measured fill height of the water and the measured fill height of the sand. Same Volume 4. Use the funnel to continue filling the sand container until it is filled to the same height as the water container. Measure and record the mass of each container listed in the "Same Volume\" data Table. Same Volume Mass Volume Density Matter (grams) (cm3) Water 45 6 14.5 31.44 Sand 710 145 48.96 Air 14.5 14, 5 1. 13 5. Calculate the volume for all three containers, this volume is the same for all since containers are identical. Record the volume in the "Same Volume" data Table. 6. Calculate the record the density for each container. Clean-up: Pour sand back into original container . Use a dry paper towel to remove any sand from the beaker Wash your beaker Discard water outside (water plants) Density of Objects 7. Measure the mass of the wood block and the mass of the ball and record this data in the "Objects" data Table. Objects Mass Volume Density Object (grams) (cm3) Solid Wood Block 211. 7 7 940. 3 0.48 Ball 58.9 229.8 0.25 8. Make the necessary measurements for each shape and calculate the volume of wood block and the volume of the ball and enter these values in the "Objects" data Table. 9. Calculate and record the density for of the wood block and the density of the ball.Analysis: 1. Based on your data, does the wood block have a density closest to sand, water, or air? 2. Based on your data, does the ball you chose have a density closest to sand, water, or air? 3. Use ratios (fractions) to calculate a comgarison of the densities (divide the numbers). Density Comparison Comparison Ratio Calculation Sand and Water Sand and Air Water and Air Wood and Ball Wood and Water Ball and Water 4. Based on the densities you calculated, which of the following would float in water? (Choose any correct answer or answers) Container with water Container with Sand Container with Air Solid Wood Block Ball 509.0335 General Questions: 1) Is it possible to have different amounts of mass fit into the same volume? (Yes or No) 2) If two different objects have the same volume, they must also have the same mass. (True or False) 3) If two different objects have the same volume, they must also have the same density. (True or False) 4) Explain how density affects the weight of an object (describe the connection between density and weight). 5) A full bottle of water is 307 grams. The radius of a bottle of water at the base is typically 2.5 centimeters. Assume the bottle of water is a cylinder shape and is filled to a height of 15 cm. Water Bottle with Water (Open-Source image) a. Calculate the density of the bottle filled with water. b. Subtract the density of water (1 g/cm3) from the density of the bottle filled with water. The difference will give you the density of the plastic bottle. What is the density of the plastic bottle