Chapter 3: Problem 17
If all protons have positive charges, how can any atomic nucleus be stable?
Chapter 3: Problem 17
If all protons have positive charges, how can any atomic nucleus be stable?
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Determine the mass in grams represented by 2.50 mol tellurium.
For hundreds of years, alchemists searched for ways to turn various metals into gold. How would the structure of an atom of \(\frac{202}{80} \mathrm{Hg}\) (mercury) have to be changed for the atom to become an atom of \(\stackrel{197}{79}\) Au \((\) gold \() ?\)
Can a stable atom have an orbital which has three electrons? Explain your answer.
Calculate the number of atoms present in each of the following: \begin{equation} \begin{array}{l}{\text { a. } 2 \text { mol Fe }} \\ {\text { b. } 40.1 \text { g Ca, which has an atomic mass }} \\ {\text { of } 40.08 \text { amu }} \\\ {\text { c. } 4.5 \text { mol of boron-11 }}\end{array} \end{equation}
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