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York University *
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Course
1000
Subject
Chemistry
Date
Feb 20, 2024
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docx
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4
Uploaded by CommodoreLightning13357
0.0021
M
0.019
M
3
3
3
3
CHEM
1001
Lab
1
Report
(Reaction
Rates),
Winter
2021
Please
write
your
name,
student
number
and
your
signature
on
every
page
of
work
you
submit.
The
lab
must
be
completed
on
this
template
(either
printed/handwritten/scanned,
or
typed).
If
the
report
is
typed,
proper
scientific
syntax/notation
is
required
(ex:
5.76
x
10
6
instead
of
5.75*10^6)
NOTE:
This
lab
report
must
be
an
independently
produced
piece
of
work.
Collaboration
of
any
kind
is
not
permitted
and
violates
the
Senate
Policy
on
Academic
Honesty.
PART
1
1.
Report
the
stock
solution
concentrations
of
iodate
and
bisulfite
(from
your
personalized
data).
[IO
-
]
in
stock
solution
[HSO
-
]
in
stock
solution
2.
Complete
the
following
tables
for
your
experimental
runs
to
determine
the
reaction
order
with
respect
to
IO
-
.
The
time
you
report
is
the
time
taken
for
the
solution
to
turn
blue.
The
concentration
of
iodate
is
its
initial
concentration
after
the
two
starting
solutions
are
mixed.
Run
NaHSO
3
(mL)
KIO
3
(mL)
H
2
O
(mL)
-
-1
Initial
[IO
3
]
(mol
L
)
Time
(s)
1
10.00
5.00
5.00
0.0047
60.1
2
10.00
7.50
2.50
0.0071
45.2
3
10.00
10.00
0
0.0095
30.5
3.
What
is
the
concentration
of
HSO
-
(mol
L
-1
)
consumed
in
all
three
runs?
Show
your
work.
Input
the
value
into
the
first
column
in
the
table
on
the
next
page
(same
for
all
three
runs).
0.0021
x
10
=
M
2
x
20
M
2
=
0.00105
4.
Complete
the
following
table
to
begin
transforming
your
raw
experimental
results.
Remember
the
stoichiometry
between
HSO
3
-
and
IO
3
-
.
0.00105
0.0095
3
3
Run
-
-1
Δ[HSO
3
]
(mol
L
)
-
-1
Δ[IO
3
]
(mol
L
)
Time
(s)
Initial
Reaction
Rate
(mol
L
-1
s
-1
)
1
0.00105
0.0047
0.0071
60.1
1.747
x
10
-5
2
45.2
2.323
x
10
-5
3
30.5
3.443
x
10
-5
0.00105
5.
Using
the
data
from
the
initial
[IO
-
]
in
each
run
along
with
the
initial
reaction
rates
you
just
calculated,
what
is
the
value
of
“m”
if
rate
=
k[IO
-
]
m
?
Complete
the
table
below
and
use
the
lab
manual
as
a
guide
to
help
complete
your
calculations.
Show
your
work
just
for
comparing
runs
1
and
2
.
Runs
to
Compare
Calculated
m
value
Run
1
and
Run
2
0.68
Run
1
and
Run
3
0.96
Run
2
and
Run
3
1.48
Reported
m
value
to
the
nearest
integer
->
1.00
Run
1
and
2:
1.747
x
10
-5
/
2.323
x
10
-5
=
[
0.0047
/
0.0071
]
m
0.752
=
[0.661]
m
--
take
log
on
both
sides
m=0.68
6.
Calculate
the
“modified”
rate
constant
(k)
using
the
reported
m
value
above
along
with
the
initial
rates
for
all
three
runs.
Remember
to
include
proper
units
for
k.
Show
your
work
for
the
value
of
k
from
run
1
.
Run
Calculated
k
value
Run
1
3.717
x
10
-3
s
-1
Run
2
3.271
x
10
-3
s
-1
Run
3
3.625
x
10
-3
s
-1
Average
k
value
->
3.537
x
10
-3
s-
1
k
=
initial
rate
/
[IO
3
-
]
=
1.747
x
10
-5
/
0.0047
=
3.717
x
10
-3
k
=
2.323
x
10
-5
/
0.0071
=
3.271
x
10
-3
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k
=
3.443
x
10
-5
/
0.0095
=
3.625
x
10
-3
PART
2
7.
Complete
the
following
table
for
your
experimental
runs
to
determine
the
activation
energy.
Remember
the
room
temperature
values
come
from
run
3
in
part
1.
Remember
to
include
proper
units
for
the
rate
constant
k.
Run
Temperature
(K)
Time
(s)
Initial
Reaction
Rate
(mol
L
-1
s
-1
)
Rate
constant
k
Room
temperature
295.95
22.8
4.60
x
10
-5
0.0000460
s
-1
High
temperature
310.05
10.5
1
x
10
-4
0.0001
s
-1
Low
temperature
288.35
64.4
1.63
x
10
-5
0.000163
s-
1
8.
As
explained
in
the
lab
manual,
construct
an
Arrhenius
plot
of
ln
k
vs.
1/T
using
Excel.
Report
the
value
of
the
slope
from
the
linear
trendline
and
use
this
information
to
calculate
the
activation
energy
of
this
reaction.
Include
your
graph
with
your
lab
report
submission.
Slope
Activation
Energy
(kJ
mol
-1
)
Show
your
work
for
calculating
activation
energy
from
the
slope.
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