Calc. the MM from decay and half life

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SUMMARY

To determine the molar mass from the half-life and decay rate (in counts per minute), one must first calculate the number of atoms in the sample using the known decay rate. The decay rate, when defined as counts per minute, provides sufficient data to solve for molar mass, provided the initial decay rate and initial mass are known. This method relies on the relationship between decay, half-life, and the number of moles present in the sample.

PREREQUISITES
  • Understanding of radioactive decay and half-life concepts
  • Knowledge of molar mass calculations
  • Familiarity with the relationship between decay rates and atomic quantities
  • Basic proficiency in chemistry, particularly in stoichiometry
NEXT STEPS
  • Research the calculation of molar mass using decay rates
  • Learn about radioactive decay equations and their applications
  • Study the relationship between half-life and decay constants
  • Explore examples of decay rate calculations in chemistry
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Chemistry students, researchers in nuclear science, and professionals working with radioactive materials will benefit from this discussion.

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howdy,
how can one determine molar mass when the half life and dacay rate (d/min) and mass of matter are known? I am really puzzled. thanks for the help.
 
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Please post the exact question and your thoughts. As of now, there's insufficient data.
 
Gokul: if the decay is defined as counts/minute there is enough data to solve the question :smile:

Calculate number of atoms in the sample that shows known number of decays per minute. You know the number of atoms, you know number of moles. Ready.
 
howdy,
how can one determine molar mass when the half life and dacay rate (d/min) and mass of matter are known? I am really puzzled. thanks for the help.

It would be appropriate to post the exact form of the question.
 
Borek said:
Gokul: if the decay is defined as counts/minute there is enough data to solve the question :smile:
True (if the decay rate and mass are the "initial decay rate" and the "initial mass").
 

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