Balancing Nuclear Equations: Mass & Atomic Number Confusion

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SUMMARY

In balancing nuclear equations, the sum of mass numbers and atomic numbers must be equal on both sides of the equation. In the discussed example, the left side totals 20 while the right side totals 18, indicating an incomplete equation. The missing component is identified as an alpha particle, which is a helium nucleus. This confusion arises from the wording of the question, emphasizing the importance of clarity in nuclear equation problems.

PREREQUISITES
  • Understanding of nuclear equations and their components
  • Familiarity with mass numbers and atomic numbers
  • Knowledge of alpha particles and their properties
  • Basic principles of nuclear reactions
NEXT STEPS
  • Study the concept of nuclear decay and its types, including alpha decay
  • Learn how to balance nuclear equations with various particle emissions
  • Explore the role of conservation laws in nuclear reactions
  • Review examples of nuclear equations to practice identifying missing components
USEFUL FOR

Students studying nuclear chemistry, educators teaching nuclear reactions, and anyone interested in understanding the principles of balancing nuclear equations.

ayans2495
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Homework Statement
A particle is missing from the right-hand side of a nuclear equation. The atomic numbers on the left-hand side of a nuclear equation add to 20. The sum of the atomic numbers on the right-hand side of the equation add to 18. What is the atomic number of the missing particle?
Relevant Equations
That is the question.
I don't understand, in balancing a nuclear equation, the sum of all the mass numbers and atomic numbers, given on the upper left and lower left side of the element symbol, respectively, must be equal for both sides of the equation. So why does the sum on the left side equal to 20, but the sum on the right is equal to 18?
 
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The equation given is incomplete : you're supposed to find out what's missing.
 
I suppose it's an alpha particle (helium nucleus). Though it was the wording of the question that confused me. It's an equation, the sum on one side must equal the sum on the other side. Or perhaps I just read incorrectly. Thank you for your help.
 

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