Problem Nomer 3 Dan 9 Fix

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  • 8/17/2019 Problem Nomer 3 Dan 9 Fix

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    Problem

    3. the catalysed decomposition of H2O2 in aqueous solution was followed by

    titrating samples with KMnO4 at arious time interals to determine

    undecomposed H2O2.

    !ime"min# $ %& 2& 3& $&

    'olume of

    KMnO4

    "cm3#

    3()% 2*)+ %*), %2)3 $)&

    -how graphically that the reaction first order and determine the rate constant.

    Jawab :

    !ime"min# $ %& 2& 3& $&

    'olume of

    KMnO4

    "cm3#

    3()% 2*)+ %*), %2)3 $)&

    KMnO4/

    "mol dm03#

    &)&2( &)&33 &)&,& &)&+% &)2

    1og"a0#

    "mol dm

    03

    #

    0%)$,* 0%)4+% 0%)222 0%)&*% 0&),**

    0 10 20 30 40 50 60

    -1.8

    -1.6

    -1.4

    -1.2

    -1

    -0.8

    -0.6

    -0.4

    -0.2

    0

    time (min)

    log (a-x) (mol/ dm 3)

    rafi orde pertama dari decomposition of H2O2

    -lope 5 &)&%*2$*

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    slope= −k t 2,303

    0,019259= −k t 

    2,303

    k t =−0,019259×2,303=−0,044 /min

    (. the neutralisation reaction of nitroethane in aqueous solution proceeds

    according to the rate equation

    OH 

    ¿

    −¿¿−d [OH ]

    dt   =

    −d [C 2 H 5 NO2 ]dt 

      =k [C 2 H 5 NO2 ]¿

    6periment at &   ℃  with initial concentration of both reactant equal to &)&%

    mol dm03 gie a alue of %$&s for the reaction half0life. 7alculate the

    corresponding rate constant at &   ℃ .

    8awab 9

    t 0,5=

      1

    k t a

    (a

    2)

    ( a2 )=

      1

    k t  a

    :ietahui

    t 0,5=

    150s

    a=0,01moldm−3

    8adi)t 0,5=

      1

    k t a

    150s=  1

    k t 0,01moldm−3

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    k t 0,01moldm−3=

      1

    150s

    k t 0,01moldm−3=1,667×10−3 s−1

    k t =

    1,667×10−3s−1

    0,01moldm−3  =0,667dm

    3mol

    −1s−1

    k t =0,667 dm3mol

    −1s−1

    *. in the second order reaction between isobutyl bromide and sodium ethoidein ethanol at *$   ℃ ) the initial concentration of bromide was &)&$&$ mol dm03 

    and ethoide was &)&(,2 mol dm03. !he decrease in the concentration of both

    reactants was measured as follows

    .

    %&3"mol

    dm3#

    & $)* %&)( %,), 23)& 2()( 33)$

    !ime.min & $ %& %( 3& 4& ,&  7alculate the rate constant for the reaction.

    Jawab

    if the reaction second order.

    1

    a− x =kt 

     1

    a

    a=0,0762moldm−3

    .

    %&3"mol

    dm3#

    & $)* %&)( %,), 23)& 2()( 33)$

    %;"a0# %3)%2

    3

    %4)22

    $

    %$)2,

    (

    %,)((

    +

    %+)(*

    (

    2&)4*

    %

    24)$(

    &

    slope

    !ime.mi

    n

    & $ %& %( 3& 4& ,& &)%+,&4

    ,

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    0 10 20 30 40 50 60 70

    0

    5

    10

    15

    20

    25

    30

    Time (min)

    1/(a-x)

    -lope 5 t 5 &)%+,&4, mol;dm03

    *. 8awaban

    Hasil data beriut ini diperoleh dari pengurangan dari onsentrasi reatan

    %&3;mol dm3 & $)* %&)( %,), 23)& 2()( 33)$

    !ime;min & $ %& %( 3& 4& ,&

    -ehingga diperoleh data untu reasi orde 2) dengan persamaan 2.%% maa

    dm3 mol0%;

    "a0#

    3+)*&4,

    %

    3+)+**+% 3+)+*3*% 3+)++($% 3+)++2+% 3+)+((&%

    !ime;min $ %& %( 3& 4& ,&

    Maa diperoleh grai

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    0 2 4 6 8 10 12

    0

    2

    4

    6

    8

    10

    12

    f(x) =

    Linear ()

    :iperoleh garis lurus sehingga reasi orde 2) maa

    -lope 5  Kr (a−b)2,303

    0&)&&&$ 5  Kr (0,0505−0,0763)

    2,303

    0&.&&&$ 5 Kr

     −0,02572,303

    &)&&&$ 5 Kr &.&%%%

    Kr 5 4)$ %&$ min0%