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As-Cl bond distance in AsCl3 is 2.20 angstrom. If radius of Chlorine atom is 0.99 Å, Then, radius (in Å) of As atom is:
    Correct answer is between '1.20,1.22'. Can you explain this answer?
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    As-Cl bond distance in AsCl3 is 2.20 angstrom. If radius of Chlorine a...
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    Covalent radius is defined as the distance of electron from outermost orbital to the center of atom.

    To calculate the covalent radius of an atom for the given bond length, we use the equation:
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    As-Cl bond distance in AsCl3 is 2.20 angstrom. If radius of Chlorine a...
    Angstrom, calculate the radius of the arsenic atom in AsCl3.

    To calculate the radius of the arsenic atom in AsCl3, we can subtract the chlorine atom's radius from the As-Cl bond distance.

    Radius of arsenic atom = As-Cl bond distance - Chlorine atom radius
    = 2.20 angstrom - 0.99 angstrom
    = 1.21 angstrom

    Therefore, the radius of the arsenic atom in AsCl3 is 1.21 angstrom.
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    As-Cl bond distance in AsCl3 is 2.20 angstrom. If radius of Chlorine a...
    Radius of As = Total bond length - radius of Cl = 2.2 - 0.99= 1.21
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    As-Cl bond distance in AsCl3 is 2.20 angstrom. If radius of Chlorine atom is 0.99 Å, Then, radius (in Å) of As atom is:Correct answer is between '1.20,1.22'. Can you explain this answer?
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    As-Cl bond distance in AsCl3 is 2.20 angstrom. If radius of Chlorine atom is 0.99 Å, Then, radius (in Å) of As atom is:Correct answer is between '1.20,1.22'. Can you explain this answer? for Chemistry 2024 is part of Chemistry preparation. The Question and answers have been prepared according to the Chemistry exam syllabus. Information about As-Cl bond distance in AsCl3 is 2.20 angstrom. If radius of Chlorine atom is 0.99 Å, Then, radius (in Å) of As atom is:Correct answer is between '1.20,1.22'. Can you explain this answer? covers all topics & solutions for Chemistry 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for As-Cl bond distance in AsCl3 is 2.20 angstrom. If radius of Chlorine atom is 0.99 Å, Then, radius (in Å) of As atom is:Correct answer is between '1.20,1.22'. Can you explain this answer?.
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