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Some Basic Concepts of Chemistry Test - 26

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Some Basic Concepts of Chemistry Test - 26
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  • Question 1
    1 / -0
    Insulin contains $$3.4$$% sulphur. The minimum molecular mass of insulin is :
    Solution
    Correct answer: Option $$A$$

    Explanation: 
    Since an atom is the smallest discrete unit of nature, a molecule of insulin must have at least one $$S$$ atom, it cannot have half an $$S$$ atom. Therefore, the minimum molecular mass of insulin will be when it has exactly one $$S$$ atom, which weights $$32g$$

    $$\implies 3.4\% = 32g$$ of $$S$$
    $$\implies 100\% = \dfrac{32}{3.4} \times 100\%$$
    $$\implies 100\% = 941.17g$$
    So Minimum molar mass of insulin is around $$940 g/mol$$

    Hence, option $$A, 940$$ is correct.




  • Question 2
    1 / -0
    The molality of 1 L solution with x% $$H_2SO_4$$ is equal to 9. The weight of the solvent present in the solution is 910 g. The value of x in g per 100 mL is :
    Solution
    $$Molality=\dfrac {100\times \text {Weight of solute}}{Mw\times \text {Weight of solvent}}$$

    $$9=\dfrac {1000\times W}{98\times 910}$$

    $$W=802.6\ g\ L^{-1}$$ $$=80.26\ g\ per\ 100\ mL$$
  • Question 3
    1 / -0
    $$13.4$$ g of a sample of unstable hydrated salt, $$Na_2SO_4.xH_2O$$ was found to contain $$6.3$$ g of $$H_2O$$. The number of molecules of water of crystallisation is :
    Solution
    Weight of salt $$=13.4$$ g
    Weight of $$H_2O=6.3$$ g
    Weight of anhydrous salt $$=13.4-6.3=7.1$$ g
    Moles of anhydrous salt $$=\dfrac {7.1}{842}=0.05$$
    Moles of $$H_2O=\dfrac {6.3}{18}=0.35$$ mol
    $$0.05$$ mol of anhydrous salt gives $$0.35$$ mol of $$H_2O$$.
    $$1$$ mol of anhydrous salt will give $$\dfrac {0.35}{0.05}=7$$ mol of water.
  • Question 4
    1 / -0
    An experiment was set up to determine the percentage of water absorbed by raisins. If the mass of dry raisins was $$40  g$$ and mass of wet raisins was $$45  g$$, the percent water absorbed would be:
    Solution
    $${W}_{1} =$$ initial weight of raisins, $$40  g$$
    $${W}_{2} =$$ final weight of wet raisins, $$45  g$$
    $$\displaystyle\frac{{W}_{2} - {W}_{1}}{{W}_{1}}\times 100$$.

    $$\displaystyle\frac{{45} - {40}}{{45}}\times 100$$
  • Question 5
    1 / -0
    "Suvarnabhasm", an ayurvedic drug, is found to contain $$400$$ ppm of colloidal gold. Mass % of gold (atomic mass of Au $$=197$$ ) will be :
    Solution
    Mass % of gold means amount of gold present in $$ 100$$ g.
    As it is given that, in $$10^6$$ g drug, gold present is $$ 400$$ g, so in $$ 100$$ g drug, gold is $$  \dfrac{400\times 100}{10^6} = 0.040$$ % of the compound.
  • Question 6
    1 / -0
    Glucose is a physiological sugar. If the mass percentage of $$C=x\%$$, mass percent of $$H=y\%$$ and mass percent of $$O=z\%$$ in glucose $$(C_6H_{12}O_6)$$, then the value of $$x,\ y$$ and $$z$$ are, respectively:
    Solution
    Molecular weight of glucose $$=C_6H_{12}O_6=12\times 6+1\times 12+16\times 6$$ $$=180$$ g
    $$180$$ g of glucose contains $$72$$ g of $$C$$.
    Percnetage of $$C=\dfrac {72\times 100}{180}=40\%$$

    Percentage of $$H=\dfrac {12\times 100}{180}=6.67\%$$

    Percentage of $$O=\dfrac {96\times 100}{180}=53.33\%$$
  • Question 7
    1 / -0
    If $$100$$ mL of $$H_2SO_4$$ and $$100$$ mL of $$H_2O$$ are mixed, the mass percent of $$H_2SO_4$$ in the resulting solution will be: 
    $$(d_{H_2SO_4}=0.09\: g\: mL^{-1}, d_{H_2O}=1.0\: g\: mL^{-1})$$
    Solution
    Mass of $${H_2SO_4}=\dfrac {100\times 0.9}{100\times 0.9+100\times 1}=\dfrac {90}{190}=0.4736$$ g.
    % Mass of $$H_2SO_4=43.36$$%
  • Question 8
    1 / -0
    Atomic mass of an element is:
    Solution
    Atomic mass is an average mass of different atoms of an element, as most elements have different isotopes. Atomic mass is usually not a whole number. It can be a fraction.
  • Question 9
    1 / -0
    Law of conservation of mass was put forward by :
    Solution
    The Law of conservation of mass was put forward by Russian scientist Lomonosov in the year 1765. Later in 1783, French scientist Antoine Lavoisier also stated the same law independently.
  • Question 10
    1 / -0
    Under the same conditions, two gases have the same number of molecules. They must:
    Solution
    Avogadro's hypothesis: Equal volume of all gases have equal number of molecules (not atoms) at same temperature and pressures conditions.
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