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(a)
Interpretation:
The full and condensed electronic configurations, partial orbital diagram and number of inner electrons for
Concept introduction:
The electronic configuration tells about the distribution of electrons in various atomic orbitals.
The full electronic configuration of an atom tells about the distribution of electrons in its various atomic orbital.
The condensed electronic configuration is a way to write the electronic configuration where the inner shell configurations are compressed to the nearest noble gas configuration and only the valence shell configuration is written in the expanded form.
The partial orbital diagram is the one that shows the distribution of valence electrons only.
The inner electrons are present in the inner orbitals of the atom and the valence electrons are present in the outermost shell of the atom.
The number of inner electrons is calculated by subtracting the valence electrons from the total number of electrons
(b)
Interpretation:
The full and condensed electronic configurations, partial orbital diagram and number of inner electrons for
Concept introduction:
The electronic configuration tells about the distribution of electrons in various atomic orbitals.
The full electronic configuration of an atom tells about the distribution of electrons in its various atomic orbital
The condensed electronic configuration is a way to write the electronic configuration where the inner shell configurations are compressed to the nearest noble gas configuration and only the valence shell configuration is written in the expanded form.
The partial orbital diagram is the one that shows the distribution of valence electrons only.
The inner electrons are present in the inner orbitals of the atom and the valence electrons are present in the outermost shell of the atom.
The number of inner electrons is calculated by subtracting the valence electrons from the total number of electrons
(c)
Interpretation:
The full and condensed electronic configurations, partial orbital diagram and number of inner electrons for
Concept introduction:
The electronic configuration tells about the distribution of electrons in various atomic orbitals.
The full electronic configuration of an atom tells about the distribution of electrons in its various atomic orbital.
The condensed electronic configuration is a way to write the electronic configuration where the inner shell configurations are compressed to the nearest noble gas configuration and only the valence shell configuration is written in the expanded form.
The partial orbital diagram is the one that shows the distribution of valence electrons only.
The number of inner electrons is calculated by subtracting the valence electrons from the total number of electrons. The inner electrons are present in the inner orbitals of the atom and the valence electrons are present in the outermost shell of the atom.
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Chapter 8 Solutions
CHEMISTRY:MOLECULAR...(LL)-W/CONNECT
- Calculate the reaction quotient for the reaction:NaOH (s) ⇌ Na+ (aq)+ OH- (aq) + 44.4 kJ [Na+] = 4.22 M [OH-] = 6.41 Marrow_forwardGiven the following concentrations for a system, calculate the value for the reaction quotient: Cl2(g)+ CS2(g) ⇌ CCl4(g)+ S2Cl2(g) Cl2 = 31.1 atm CS2 = 91.2 atm CCl4 = 2.12 atm S2Cl2 = 10.4 atmarrow_forwardMatch each chemical or item with the proper disposal or cleanup mwthod, Not all disposal and cleanup methods will be labeled. Metal sheets C, calcium, choroide solutions part A, damp metal pieces Part B, volumetric flask part A. a.Return to correct lables”drying out breaker. Place used items in the drawer.: Rinse with deionized water, dry as best you can, return to instructor. Return used material to the instructor.: Pour down the sink with planty of running water.: f.Pour into aqueous waste container. g.Places used items in garbage.arrow_forward
- Write the equilibrium constant expression for the following reaction: HNO2(aq) + H2O(l) ⇌ H3O+(aq) + NO2-(aq)arrow_forwardWrite the reaction quotient for: Pb2+(aq) + 2 Cl- (aq) ⇌ PbCl2(s)arrow_forwardWrite the equilibrium constant expression for the following system at equilibrium: I2 (g) ⇌ 2 I (g)arrow_forward
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