Since a graph represents the relationship between variables, sometimes a graph helps us to solve the density problem.
Density = Mass/Volume
Because a slope is equal to y/x(Rise-y over Run-x), the volume should be on x-axis. On the other hand, the mass should be on y-aixs.
We did the graphing with MS Excel. It was easy to make a graph and we can get the ideas easily.
Steps
- Open the MS Excel program and complete the table
- Click 'Insert', select 'scatter', then the graph will come out.
- Click anyone of the points and choose "Add Trendline" -> "Linear" or "Polinomial"
- Display Equation on the Chart
- Make it pretty!
And here are three graphs that we did in the class.
This is a video that demonstrates how to make a graph on excel.
http://www.youtube.com/watch?v=8B8kFVNzlQ8
Tuesday, November 15, 2011
Sunday, November 13, 2011
Mole ----- By Sally Chen
Masses
Relative Mass: expressed by comparing it mathematically to the mass of another object.
- Hydrogen was used first as the standard; now Carbon is the standard (assigned to be 12).
Atomic Mass: of 1 atom of the element
Formula Mass: of all atoms in an ionic compound
Molecular Mass: of all atoms in a covalent compound
Molar Mass: mass of each mole of each element (in g/mol); formula/molecular mass of any pure substance.
WARNING:The following video contains an extremely annoying yet catching tune.
If you are allergic to such things, or do not wish to have a song stuck in your head, leave now. :D
The Genius Avogadro:
Avogadro's Hypothesis: equal volumes of different gases at the same temperature and pressure have the same number of particles.
Avogadro's Number: 6.022 x 10 to the 23rd (particles per mole)
Relative Mass: expressed by comparing it mathematically to the mass of another object.
- Hydrogen was used first as the standard; now Carbon is the standard (assigned to be 12).
Atomic Mass: of 1 atom of the element
Formula Mass: of all atoms in an ionic compound
Molecular Mass: of all atoms in a covalent compound
Molar Mass: mass of each mole of each element (in g/mol); formula/molecular mass of any pure substance.
WARNING:The following video contains an extremely annoying yet catching tune.
If you are allergic to such things, or do not wish to have a song stuck in your head, leave now. :D
The Genius Avogadro:
Avogadro's Hypothesis: equal volumes of different gases at the same temperature and pressure have the same number of particles.
Avogadro's Number: 6.022 x 10 to the 23rd (particles per mole)
Monday, November 7, 2011
Lab 2E -- By Nemo Jin
Determining Aluminum Foil Thickness
Formulas you might use
--V=L*W*H
volume = length * width * height
--D=m/V
density = mass / Volume
--Unknowns
volume;height
--Knowns
mass;width;length;density
--Formula we are using
volume = mass / density
height = volume / (length*width)
Aluminum Foil
--Al
--92%~99%
--silvery white metallic element
--Density: 2.70g/cm*3
Objectives
--to understand the key point of precision and accuracy
--to calculate the thickness(height) of the aluminum foil
--to use absolute uncertainty in expressing your answers
Supplies
--3 pieces of aluminum foil
--metric ruler
--centigram balance
Procedure
--label three aluminum sheets 1,2 and 3
--use a metric ruler to measure the dimension of each aluminum foil
--measure the mass of each aluminum foil
--express your answer in scientific notation with proper significant numbers and absolute uncertainty
length (cm) width (cm) mass (g) Thickness(cm)
1 16.80 ± 0.01 15.31±0.01 1.01±0.01 1.45*10^-3
2 17.01±0.01 15.60±0.01 1.08±0.01 1.51*10^-3
3 17.41±0.01 14.59±0.01 1.02±0.01 1.49*10^-3
Sunday, November 6, 2011
Density --- By Tina Zhao
Density:
-The mass density or density of a material is defined as its mass per unit volume. The symbol most often used for density is ρ
Formula:
-Mathematically, density is defined as mass divided by volume,Volume us defined as Mass divided by Density,and Mass is defined as Density multiply Volume:
Ex2. Neon is contained in a glass bulb having a volume of 22.4L. If the density of the neon is 0.900g/L, what is the mass of neon in the bulb?
we can use formula: M=density x Volume, 0.900x 22.4=20.2g
Ex3. What is the volume of a tank that can hold 18 754 Kg of methanol whose density is 0.788g/cm3?
if they have different Units, we should change Units first, and then calculate!!
1.0.788g/cm3 became 0.000788kg/cm3
2. we use: V=Mass/Density, 18754/0.000788=2380000000cm3
If you want to try more Density problem,the website is http://www.sciencebugz.com/chemistry/chprbdens.htm
Density of water = 1.0g/mL
Dobject > Dliquid =sink
Dobject < Dliquid =float
-The mass density or density of a material is defined as its mass per unit volume. The symbol most often used for density is ρ
Formula:
-Mathematically, density is defined as mass divided by volume,Volume us defined as Mass divided by Density,and Mass is defined as Density multiply Volume:
V=M/ ρ , M= ρ v
we can use formula:
ρ=1200g/1.25=9.60g/l
Ex2. Neon is contained in a glass bulb having a volume of 22.4L. If the density of the neon is 0.900g/L, what is the mass of neon in the bulb?
we can use formula: M=density x Volume, 0.900x 22.4=20.2g
Ex3. What is the volume of a tank that can hold 18 754 Kg of methanol whose density is 0.788g/cm3?
if they have different Units, we should change Units first, and then calculate!!
1.0.788g/cm3 became 0.000788kg/cm3
2. we use: V=Mass/Density, 18754/0.000788=2380000000cm3
If you want to try more Density problem,the website is http://www.sciencebugz.com/chemistry/chprbdens.htm
Density of water = 1.0g/mL
Dobject > Dliquid =sink
Dobject < Dliquid =float
Monday, October 31, 2011
Measurement --- by Ria Park
Measurement
- Every measurements are the best estimate.
- The exact numbers are when we can COUNT
Absolute Uncertainty
- The uncertainty forms in the unit ofmeasurement, not in a ratio.
- There are two method : 1. - Make at least 3 measurement
- Calculate the average
- The absolute uncertainty is the larrgest difference between the average and the
the lowest or highest measurement.
E.g. Trial # Mass of an object
1 23.56cm
2 23.57cm
3 23.34cm <----- it should be removed.
4 23.54cm
}Average is = (23.56 + 23.57 + 23.34 + 23.54) / 4 = 23.50=
}Difference between the average and the lowest measurement = 23.54 - 23.50 = 0.04
}Difference between the average and the highest measurement = 23.57 - 23.50 = 0.07
}So the mass would be 23.50 ± 0.07cm
- Method 2. - Determine the uncertainty of each intrument
+) Measure to the best precision as possible when making a measurement. So you should estimate to a fraction 0.1of the smallest segment on the intrument.
E.g. Ruler = 0.1 0.01 0.01
Themometer = 1℃ 0.1℃ 0.1℃e
100㎖ graduated cycilnder = 1㎖ 0.1㎖ 0.1㎖
400㎖ beaker = 50㎖ 5㎖ 5㎖
Relative Uncertain and Sig. Fig.
Relative uncertainty = Absolute Uncertainty / Estimated measurement
- It cane be a) in percent form(%)
b) using sig.fig.
- The numebr of sig fig indicates the relative uncertainty : The largest digit in a measurement in uncertain as it could be one digit higher or one digit lower very easily.
- Sig figs are ALL of the certain digits plus ONE uncertain digit in a measurement.
- Every measurements are the best estimate.
- The exact numbers are when we can COUNT
Absolute Uncertainty
- The uncertainty forms in the unit ofmeasurement, not in a ratio.
- There are two method : 1. - Make at least 3 measurement
- Calculate the average
- The absolute uncertainty is the larrgest difference between the average and the
the lowest or highest measurement.
E.g. Trial # Mass of an object
1 23.56cm
2 23.57cm
3 23.34cm <----- it should be removed.
4 23.54cm
}Average is = (23.56 + 23.57 + 23.34 + 23.54) / 4 = 23.50=
}Difference between the average and the lowest measurement = 23.54 - 23.50 = 0.04
}Difference between the average and the highest measurement = 23.57 - 23.50 = 0.07
}So the mass would be 23.50 ± 0.07cm
- Method 2. - Determine the uncertainty of each intrument
+) Measure to the best precision as possible when making a measurement. So you should estimate to a fraction 0.1of the smallest segment on the intrument.
E.g. Ruler = 0.1 0.01 0.01
Themometer = 1℃ 0.1℃ 0.1℃e
100㎖ graduated cycilnder = 1㎖ 0.1㎖ 0.1㎖
400㎖ beaker = 50㎖ 5㎖ 5㎖
Relative Uncertain and Sig. Fig.
Relative uncertainty = Absolute Uncertainty / Estimated measurement
- It cane be a) in percent form(%)
b) using sig.fig.
- The numebr of sig fig indicates the relative uncertainty : The largest digit in a measurement in uncertain as it could be one digit higher or one digit lower very easily.
- Sig figs are ALL of the certain digits plus ONE uncertain digit in a measurement.
Wednesday, October 26, 2011
Significant Figures --- By Sally Chen
Significant Figures
1. A bunch of certain digits and only one uncertain digit (at the end)
Exact Numbers
1. A certain amount
2. No rounding is required
3. Has infinite number of sig figs (eg. 1 pen = 1.000.....00 pen)
Significant Figures Rules
1. Non-zero digits are always significant
2. Zeroes between two non-zero numbers are significant
3. Zeroes at the beginning of a number are never significant
4. Zeroes that fall at the end of a number and after decimal point are always significant
5. Zeroes at the end are AMBIGUOUS. They are not considered significant, unless there is a decimal that follows it.
Practise:
How many sig. figs in the following numbers?
a. 500.0
b. 500
c. 0.05
d. 5.00x10^3
Adding / Subtracting with Significant Numbers
1. Perform the operation as usual
2. Round to the smallest of digits past the decimal in any terms.
Multiplying / Dividing with Significant Numbers
1.Perform the operation as usual
2.Round to the smallest number of significant digits in any operand.
Rounding when it comes to 5
Look at the digit after the position of rounding:
{IF} > 5, {THEN} round up!
{IF} < 5, {THEN} keep the same!
{IF} = 5 with digits after 5, {THEN} round up!
{IF} = 5 without digits after 5, {THEN} round to the nearest even number!
DO NOT ROUND UNTIL THE FINAL ANSWER!!
1. A bunch of certain digits and only one uncertain digit (at the end)
Exact Numbers
1. A certain amount
2. No rounding is required
3. Has infinite number of sig figs (eg. 1 pen = 1.000.....00 pen)
Significant Figures Rules
1. Non-zero digits are always significant
2. Zeroes between two non-zero numbers are significant
3. Zeroes at the beginning of a number are never significant
4. Zeroes that fall at the end of a number and after decimal point are always significant
5. Zeroes at the end are AMBIGUOUS. They are not considered significant, unless there is a decimal that follows it.
Practise:
How many sig. figs in the following numbers?
a. 500.0
b. 500
c. 0.05
d. 5.00x10^3
Adding / Subtracting with Significant Numbers
1. Perform the operation as usual
2. Round to the smallest of digits past the decimal in any terms.
Multiplying / Dividing with Significant Numbers
1.Perform the operation as usual
2.Round to the smallest number of significant digits in any operand.
Rounding when it comes to 5
Look at the digit after the position of rounding:
{IF} > 5, {THEN} round up!
{IF} < 5, {THEN} keep the same!
{IF} = 5 with digits after 5, {THEN} round up!
{IF} = 5 without digits after 5, {THEN} round to the nearest even number!
DO NOT ROUND UNTIL THE FINAL ANSWER!!
Monday, October 17, 2011
Acid and Naming Acid --- By Nemo Jin
What are acids
--Chemical compounds that form solution containing hydrogen ions (H+).
--Hydrochloric acid is a strong acid.
--CH3COOH(vinegar) is a weak acid.
Naming Acid compounds
1.Naming acid compounds "--ate".
All acids with oxygen and suffix "--ate".
--Drop "hydrogen".
--Drop suffix "-ate".
--Add suffix "--ic acid" .
EX. Hydrogen Carbonate ---- Carbonic acid
2.Naming Acids compounds "--ite"
--Drop "Hydrogen".
--Drop suffix "--ite".
--Add suffix "-ous acid"..
3.Naming Acids compounds lacking oxygen
--Drop hydrogen.
--Add prefix "Hydro-".
--Drop suffix "-ide".
--Add suffix "-ic acid".
Law of Definite Composition (Proust's Law)
--Chemical compound always has the same proportion of elements by mass.
Law of Multiple Proportion (Dalton's Law)
--Same elements can combine in more than one proportion to form an compound.
Naming Acid Link
--Chemical compounds that form solution containing hydrogen ions (H+).
--Hydrochloric acid is a strong acid.
--CH3COOH(vinegar) is a weak acid.
"aq"
--Refers to aqueous or "dissolved in water".
--Acid compounds usually only take one properties of acids when dissolved in water.
Naming Acid compounds
1.Naming acid compounds "--ate".
All acids with oxygen and suffix "--ate".
--Drop "hydrogen".
--Drop suffix "-ate".
--Add suffix "--ic acid" .
EX. Hydrogen Carbonate ---- Carbonic acid
2.Naming Acids compounds "--ite"
--Drop "Hydrogen".
--Drop suffix "--ite".
--Add suffix "-ous acid"..
3.Naming Acids compounds lacking oxygen
--Drop hydrogen.
--Add prefix "Hydro-".
--Drop suffix "-ide".
--Add suffix "-ic acid".
Weak versus Strong
--Strong acids, such as HCl dissociates completely into H+ and Cl+ ions.
--Weak acids, such as CH3COOH dissociates incompletely into H+ and CH3COO ions.
Law of Definite Composition (Proust's Law)
--Chemical compound always has the same proportion of elements by mass.
Law of Multiple Proportion (Dalton's Law)
--Same elements can combine in more than one proportion to form an compound.
Naming Acid Link
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