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20% of the surface sites adsorbed N2. On heating, N2 gas evolves from sites and is collected at 0.001 atm and 298 K, in a container of the volume 2.46 cm3. The density of surface sites is 6.023 × 1014 cm−2. Area of the surface site is 1000 cm2. Find out the number of surface sites occupied per molecule of N2?
    Correct answer is '2'. Can you explain this answer?
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    20% of the surface sites adsorbed N2. On heating, N2 gas evolves from...
    For adsorbed N2​ on surface sites,
    Now, to find the moles of N2 gas adsorbed using the ideal gas equation:
    Molecules of adsorbed,
    Surface site density = 6.023 × 1014 cm−2Area of surface site = 1000 cm3Total surface sites available = Number of sites per cm2 × Area
    Total surface sites available = 6.023 × 1014 × 1000 = 6.023 × 1017
    Surface sites on which N2 is adsorbed = 20% × Available sites
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    20% of the surface sites adsorbed N2. On heating, N2 gas evolves from...
    Given data:
    - Surface site density: 6.023 × 10^14 cm^−2
    - Percentage of surface sites adsorbed N2: 20%
    - Area of surface site: 1000 cm^2
    - Pressure of N2 gas evolved: 0.001 atm
    - Volume of container: 2.46 cm^3
    - Temperature: 298 K

    Calculations:
    1. Calculate the total number of surface sites:
    Total surface sites = Surface site density * Area of surface site
    Total surface sites = 6.023 × 10^14 cm^−2 * 1000 cm^2
    Total surface sites = 6.023 × 10^17 sites
    2. Calculate the number of surface sites adsorbed with N2:
    Number of surface sites adsorbed = 20% of total surface sites
    Number of surface sites adsorbed = 0.2 * 6.023 × 10^17
    Number of surface sites adsorbed = 1.205 × 10^17 sites
    3. Calculate the number of moles of N2 evolved:
    PV = nRT
    n = PV/RT
    n = (0.001 atm * 2.46 cm^3) / (0.0821 L.atm/mol.K * 298 K)
    n = 1.007 × 10^-5 mol
    4. Calculate the number of molecules of N2 evolved:
    Number of molecules = n * Avogadro's number
    Number of molecules = 1.007 × 10^-5 mol * 6.022 × 10^23 mol^-1
    Number of molecules = 6.065 × 10^18 molecules
    5. Calculate the number of surface sites occupied per molecule of N2:
    Number of surface sites per molecule = Number of surface sites adsorbed / Number of molecules
    Number of surface sites per molecule = 1.205 × 10^17 / 6.065 × 10^18
    Number of surface sites per molecule ≈ 2
    Therefore, the number of surface sites occupied per molecule of N2 is 2.
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    20% of the surface sites adsorbed N2. On heating, N2 gas evolves from sites and is collected at 0.001 atm and 298 K, in a container of the volume 2.46 cm3. The density of surface sites is 6.023 × 1014 cm−2. Area of the surface site is 1000 cm2. Find out the number of surface sites occupied per molecule of N2?Correct answer is '2'. Can you explain this answer?
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    20% of the surface sites adsorbed N2. On heating, N2 gas evolves from sites and is collected at 0.001 atm and 298 K, in a container of the volume 2.46 cm3. The density of surface sites is 6.023 × 1014 cm−2. Area of the surface site is 1000 cm2. Find out the number of surface sites occupied per molecule of N2?Correct answer is '2'. Can you explain this answer? for JEE 2024 is part of JEE preparation. The Question and answers have been prepared according to the JEE exam syllabus. Information about 20% of the surface sites adsorbed N2. On heating, N2 gas evolves from sites and is collected at 0.001 atm and 298 K, in a container of the volume 2.46 cm3. The density of surface sites is 6.023 × 1014 cm−2. Area of the surface site is 1000 cm2. Find out the number of surface sites occupied per molecule of N2?Correct answer is '2'. Can you explain this answer? covers all topics & solutions for JEE 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for 20% of the surface sites adsorbed N2. On heating, N2 gas evolves from sites and is collected at 0.001 atm and 298 K, in a container of the volume 2.46 cm3. The density of surface sites is 6.023 × 1014 cm−2. Area of the surface site is 1000 cm2. Find out the number of surface sites occupied per molecule of N2?Correct answer is '2'. Can you explain this answer?.
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