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Some Basic Concepts of Chemistry Test - 8

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Some Basic Concepts of Chemistry Test - 8
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  • Question 1
    1 / -0

    Consider the chemical  equation ,

    ----- KOH + ----- H3PO4 → ----- K3PO4 + ----- H2O.

    The equation can be balanced by inserting the following in blank spaces

    Solution

    The given equation  gets balanced by inserting the coefficients   (3 , 1  ,1  ,3 )  in blank spaces from LHS to RHS .  Thus, the balanced equation for the given reacion is ,

     3KOH + H3PO4 → K3PO4 + 3H2O.

  • Question 2
    1 / -0

    Consider the chemical reaction gven as,
    --CO (g) + -- H2(g) → -- C8H18(l) + -- H2O.
    This equation can be balanced by inserting the following in blank spaces

    Solution

    The balanced equation for the given equation is,
    8CO(g) + 17H2(g) ⟶⟶ C8H18(l) + 8H2
    hence, the coefficients ( 8,17,1,8) are inserted on blank spaces (from LHS to RHS).

  • Question 3
    1 / -0

    Consider the unbalanced  chemical equation ,
    -- Al + -- O2 → -- Al2O3.
    The equation for above reaction can be balanced by inserting the following in blank spaces.

    Solution

    The given equation gets balanced by inserting coefficients  (4, 3, 2)  in blank spaces from LHS to  RHS. The balanced equation is - 
    4Al + 3O2 ⟶⟶ 2Al2O3 

  • Question 4
    1 / -0

    -- Ba3N2 +- H2O → -- Ba (OH)2 + -- NH3 .

    The above equation can be balanced by inserting the following in blank spaces from LHS to RHS respectively.

    Solution

    The given equation gets stoichiometrically balanced when the coefficients ( 1, 6, 3, 2 )  starting from LHS to RHS are inserted in given blank spaces.
    Thus, the balanced equation for the reaction is,
    Ba3N2 + 6H2O ⟶⟶ 3Ba(OH)2 + 2NH3 

  • Question 5
    1 / -0

    The gram  molar mass of CO2 is

    Solution

    Molar mass of CO =  Σ (atomic mass of  C  , 2*atomic mass of  O )  

    =   [12+2(16)] u

    Since , gram molar mass 

    =  Molar mass expressed in gms .  

    ∴  gram molar mass of CO2 

    =  44 g

  • Question 6
    1 / -0

    The molar mass of Al2O3 is

    Solution

    Molar mass

    =Σ  [ 2  x  ( atomic mass of  Al )  ,  3  x ( atomic mass of O ) ]u 

    =  [(2X27) + (3X16)]u

    = ( 54  + 48 ) u

    102 u. 

  • Question 7
    1 / -0

    The molar mass of   C6 H10 O is

    Solution

    Molar massof  CH10 O5

    =  Sum of the atomic masses of  six  C atoms  ,  ten  H  atoms  &   six  O  atoms

    thus , substituting the required atomic masses  of

     C= 12 ,

    H = 1 , &

     O = 16 ,

      we get ,

    Molar mass   of  C6 H10 O5 

     = [ 6(12)+10(1)+5(16) ] u

    = (72  +  10   +  80 ) u

    =162 u

     

  • Question 8
    1 / -0

    The gram  molar mass of CaCO3 is

    Solution

    The gram molar mass of Ca CO3  is calculated by ,

    (i) adding up the atomic masses of  Ca  ,  C   &  3 O  atoms   &  ,

    (ii) representing the molar mass in grams.

    Thus , gram molar mass of Ca C O3  

    =   Σ [ atomic mass of  Ca   , atomic mass of C    , 3  x  atomic mass of O    ]

     =  [40+12 + (3X16)]g 

    =  ( 40  +  12  +  48 ) g 

    =100g 

     It  should be noted that  ,

    atomic mass of  Ca 

    =  12 

    atomic mass of  C

    =  12

    atomic mass of  O

    =  16

  • Question 9
    1 / -0

    The molar mass of AgNO3 is

    Solution

    Molar mass of    Ag NO 

     =    [  atomic mass of Ag     +  atomic mass of  N   +   3  (   atomic mass of O ) ) ]  u

    Substituting the atomic masses of  Ag ,  N   &  O  as   107.9 , 14  &  16  ,respectively in the above expression  we get -  

      =  [107.9 + 14 + (3X16)]  u

    =169.9 u

  • Question 10
    1 / -0

    How many atoms of Oxygen are there in 18g of water?

    (Hint: Avagadro’s Number

    = 6.02 x 1023 atoms/mol)

    Solution

    The problem is based upon the concepts of Avogadro's law

    .Accordingly   ,  one mole  (ie  18 g )  of water   contains  

     = 6.02 x 1023 molecules of water

    . Again , since the number of  oxygen atoms in one molecule of water ( H2 O ) 

     =    1  atom 

    ∴ the number of oxygen atoms in 6.02  x 1023 molecules of water

    .=    6.02 x 1023   atoms 

    .  

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