ValueUnits NumberInitial reading of water level (ml)Final reading of water level (ml)Volume (ml)Least count of the balance0.1g 121.024.0 Mass of solid, reading 125g 219.021.0 Mass of solid, reading 224.8g Average mass of solid24.75 Least count of the graduated cylinder1ml Average volume of solid Density of the solid = mass/volume Standard value of the density of the solid11.37gm/cm^3 Percent error in the experimental value of density Probable error in the initial reading of the water level Probable error in the final reading of the water level Probable error in the volume of the solid Probable percent error in the mass of the solid Probable percent error in the volume of the solid Probable percent error in the density of the solid = probable percent error in mass + probable percent error in volume

Concept: Density = Mass/ Volume To complete the table using the given experimental data

Answered: Least count of the balance 0.1 g 1…

10th Edition

ISBN:9781305957404

Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste

Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste

Chapter1: Chemical Foundations

Section: Chapter Questions

Problem 3ALQ: When a marble is dropped into a beaker of water, it sinks to the bottom. Which of the following is...

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	Value	Units	Number	Initial reading of water level (ml)	Final reading of water level (ml)	Volume (ml)
Least count of the balance	0.1	g	1	21.0	24.0
Mass of solid, reading 1	25	g	2	19.0	21.0
Mass of solid, reading 2	24.8	g
Average mass of solid	24.75
Least count of the graduated cylinder	1	ml
Average volume of solid
Density of the solid = mass/volume
Standard value of the density of the solid	11.37	gm/cm^3

Percent error in the experimental value of density
Probable error in the initial reading of the water level
Probable error in the final reading of the water level
Probable error in the volume of the solid

Probable percent error in the mass of the solid
Probable percent error in the volume of the solid
Probable percent error in the density of the solid = probable percent error in mass + probable percent error in volume