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limiting reactant
the reactant that runs out first in a chemical reaction and therefore produces LESS of the product.
it âlimitsâ the amount of product you can make
excess reactant
the reactant you have more of, âextraâ
steps to find determine the limiting and excess reactant
convert both givens to the moles of one of the products (doesnât matter which one)
the limiting reactant is the reactant that give you the smaller amount of the product (that you calculated)
steps to find the excess reactant that remains after the reaction is complete
find the Limiting Reactant (convert both givens to moles of the same product and the smaller number is the LR)
find the used mass of excess reactant by converting the given mass of the LR to the mass of the excess reactant
for the excess reactant do given mass - used mass to find left over mass
what is percent yield (definition and formula)
itâs the measure of a reactionâs efficiency
(actual yield/theoretical yield) x 100
actual yield
the amount of product ACTUALLY produced in an experiment
key words in problems: IS made, IS produced, IS formed, IS obtained, IS recovered
theoretical yield
the amount of product that you CALCULATE that you could have made if the experiment went perfectly
key words in problems: SHOULD have been made or itâs what you calculate using stoich
yield means
product
what can never be the actual or theoretical yield
any reactants (substances to the left of the arrow) because yield means product
how to find percent yield (steps)
determine the actual the theoretical yields from the problem
convert the actual and theoretical to the SAME UNITS
plug into the formula (donât forget to multiply by 100)
steps to do % yield backwards (finding the actual or theoretical yield)
convert given grams of whatever is given (actual or theoretical) to MOLES of what you are finding (for example i could be given grams of WO3 and i need to find moles of tungsten will be used so i would covert the mass of WO3 to moles of tungsten)
plug whatever you got into the correct spot of % yield formula (for example i would put the moles of tungsten i just calculated into the âactual yieldâ part of the formula because in the problem it said âhow many moles of tungsten will be produced)
at high temperatures (atoms moving fast) and low pressures, gases are considered _____ meaning that __________________________ (no IMFs so the gas particles are free to move around their container)
ideal, they donât interact with each other
when gas is ideal
gas particles donât interact and spread out as much as possible
what happens if a gas is compressed (due to high pressure or low temps bc of slow moving particles)
the particles begin to feel the attractive forces (IMFs) between them, and will condense into a liquid so no longer ideal
states of matter with IMFs from strongest to weakest when at the same temperature and pressure
solids, liquids, gases
strongest to weakest IMF
H-Bonding, Dipole-dipole, London Dispersion Forces
H-bonding
lots of energy required to become gases (high boiling points)
type of molecule: polar, H-N, O, F
Dipole-dipole
in between H-bonding and LDFs strength wise and are polar
type of molecule: polar
London Dispersion Forces
liquids become gases easily (low boiling points)
type of molecule: nonpolar
liquids in terms of volume and shape
definite volume but no definition shape
properties of liquids
much more dense than gases (liquid is 1250x more dense than water vapor
has stronger IMFs than gases
particles donât have fixed positions (because no definite shape) but strong IMFâs limit their range of motion
incompressible
can flow + diffuse (less-so than gases, so theyâre less fluid)
solids in terms of volume and shape
definite volume and definite shape
how does a liquid become a solid (in terms of energy)
decrease the average energy of a liquid which will freeze it and make it a solid
properties of solids
there must be stronger IMFs than a liquid at a given temperature acting between the particles of a solid
typically more dense than liquids
gases in terms of volume and shape
no definite shape or volume
properties of gases
very different from solids and liquids
particles are far apart
less dense than solids and liquids
will completely fill any container
Kinetic Molecular Theory
explains properties of solids, liquids, and gases in terms of energy and IMFs
gases consist of small particles that move
attractive forces between gas particles are very small
the actual volume occupied by gas molecules is very small compared to the volume the gas occupies
the average kinetic energy (speed) of gas molecules depends on Kelvin Temperature
gas particles are constantly moving in straight paths until they collide with each other or with their container
how to convert from Celsius to Kelvin
Tk = Tc + 273
the relationship between speed of particles and temperature
they go up together and go down together
elastic collisions
particles bouncing off each other, TOTAL kinetic energy remains constant
properties resulting from KMT (kinetic molecular theory)
gases being compressible
diffusion
effusion
pressure
atmospheric pressure
gases being compressible
you can eliminate the empty space in a sample of a gas
diffusion
ability to mix particles of different substances dur to their constant, random motion
effusion
ability of a gas to move through a small opening
grahamâs law of effusion
the rate of effusion or diffusion of a gas is INVERSELY proportional to the square root of its molar mass
rate of effusion and diffusion = 1/âmolar mass
pressure
force over area â> force is due to collisions between gas particles and the walls of their container
units of pressure
atmospheres (atm)
pascals (Pa)
Torr
millimeters mercury (mmHg)
inches mercury pound per square inch (psi)
the conversions between most of the pressure units
1 atm = 760 mmHg = 760 torr = 101.325 kPa
atmospheric pressure
pressure due to air
when internal pressure = external pressure: you feel nothing wrong
when internal pressure is nothing (0 mmHg or no air) with an external pressure of 760 mmHg: the external pushes on the internal and the person in the internal conditions, feels a tight squeeze inside
melting
when a substance goes through a phase change from solid to liquid
vaporization
when a substance goes through a phase change from liquid to gas
sublimation
when a substance goes through a phase change from solid to gas
evaporation
when particles at the surface of a substance with the greatest KE overcome the attractive forces of the liquid and break free into the atmosphere which becomes vapor
volatility
how readily a liquid can evaporate
boiling
this differs from evaporation because this is when vapor pressure = atmospheric pressure and the vaporization if throughout the whole substance not just at the surface
vapor pressure
when particles escape from liquid into the atmosphere and then those particles start colliding with thing, it causes pressure which is called vapor pressure
when VP = AP, liquid boils
desposition
when a substance goes through a phase change from gas to solid
condensation (condensing)
when a substance goes through a phase change from gas to liquid
freezing
when a substance goes through a phase change from liquid to solid
phase diagrams
a graph demonstrating the comparison of pressure vs temp that shows what phase a substance is in under different conditions of pressure and temp
triple point
when 3 phases co-exist on the graph
phase changes
the lines on the phase diagram