Problem Statement:Suppose you repeatedly measure the mass of a penny using a mass scale that can measure mass to the nearest 0.01 g Each time the penny is measured, the display shows a mass of 2.49 g What is the uncertainty in this measurement?

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Problem Statement:Suppose you repeatedly measure the mass of a penny using a mass scale that can measure mass to the nearest 0.01 g Each
time the penny is measured, the display shows a mass of 2.49 g.
A What is the uncertainty in this measurement?
Grade Se
Deduction
uncertainty=
Potential
Transcribed Image Text:Problem Statement:Suppose you repeatedly measure the mass of a penny using a mass scale that can measure mass to the nearest 0.01 g Each time the penny is measured, the display shows a mass of 2.49 g. A What is the uncertainty in this measurement? Grade Se Deduction uncertainty= Potential
Problem Statenent:A calibration mass is stamped 50.0 grams.
* If no other information is available (1.e. you did not measure the mass), what is the uncertainty in this reported (stamped) value of the mass?
Grade
uncertainty=
Deductio
Potential
Transcribed Image Text:Problem Statenent:A calibration mass is stamped 50.0 grams. * If no other information is available (1.e. you did not measure the mass), what is the uncertainty in this reported (stamped) value of the mass? Grade uncertainty= Deductio Potential
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