Introductory Chemistry For Today
Introductory Chemistry For Today
8th Edition
ISBN: 9781285644561
Author: Seager
Publisher: Cengage
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You have two objects made of the same substance. Object 1 is a cube with a mass of 375.5 g. You measure the side of the cube using a ruler and find it to be 3.17 cm. Object 2 is a sphere with a mass of 187.8 g. You find the volume of the sphere using water displacement. The volume of the water in a graduated cylinder initially is 120.0 mL, and when the sphere is added the new volume is 135.8 mL. a. Determine the volume of Object 1, in cm³, using the length of the side. b. calculate the density of object 1 in g/cm3, using this volume c. determine the volume of object 2, in mL, from the water displacement data d. calculate the density in g/mL of object 2 using this volume
You have two objects made of the same substance. Object 1 is a cube with a mass of 172.3 g. You measure the side of the cube using a ruler and find it to be 3.17 cm. Object 2 is a sphere with a mass of 86.2 g. You find the volume of the sphere using water displacement. The volume of the water in a graduated cylinder initially is 120.0 mL, and when the sphere is added the new volume is 135.8 mL.   a Determine the volume of Object 1, in cm³, using the length of the side.     b Using the length of one side of the cube, the calculated volume of the cube is 31.9 cm³. Calculate the density of Object 1, in g/cm³, using this volume.   c Determine the volume of Object 2, in mL, from the water displacement data.   d Calculate the density, in g/mL, of Object 2 using this volume. 0 of 0.83 points earned   e Which one of the following statements is true?   f Which one of the following is the best reason for the difference between the two calculated densities?
Iron has a density of 7.86 g/cm37.86 g/cm3 (1 cm3=1 mL1 cm3=1 mL). Calculate the volume (in dLdL) of a piece of iron having a mass of 4.32 kgkg . Note that the density is provided in different units of volume and mass than the desired units of volume (dLdL) and the given units of mass (kgkg). You will need to express the density in kg/dLkg/dL (1 cm3 = 1 mL1 cm3 = 1 mL) before calculating the volume for the piece of iron. Express your answer to three significant figures.
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