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Changing Concentrations. Changing Rates. R  P Equilibrium lies to right (favors products or forward rxn) R  P Equilibrium lies to left (favors reactants or reverse rxn ). AB k f [A] = k r [B] k f /k r = [B]/[A] - PowerPoint PPT Presentation

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Page 1: Changing Concentrations
Page 2: Changing Concentrations

Changing ConcentrationsConcentrations MREACTANTSProductsTIME

Page 3: Changing Concentrations

Changing Rates

RATErate of forward reactionrate of reverse reactionTIME

Page 4: Changing Concentrations

• R P• Equilibrium lies to right (favors

products or forward rxn)

• R P

• Equilibrium lies to left (favors

reactants or reverse rxn )

Page 5: Changing Concentrations

• A<---->B

• kf [A] = kr [B]

• kf/kr= [B]/[A]

• k(eq) =[B]/[A]

• k(eq) = equilibrium constant

Page 6: Changing Concentrations

aA+ bB <-------> cC + dD• R and P are either g or aq

• Equilibrium expression

• K (eq) = [C]c[D]d = [products]

• [A]a[B]b [reactants]

• solids and liquids are not included in expression• If the only product is a solid or liquid- substitute the

number 1 for concentration

Page 7: Changing Concentrations

\• If K eq > 1000 (103) lot more products • equilibrium lies to the right• if K eq is greater than 105 the reaction essentially

goes to completion• The larger the K eq, the more the products are favored

• If K eq < 10-3 lot more reactants• equilibrium lies to the left• A very very small Keq indicates that the reaction does

not take place.• The smaller the Keq the more the reactants are

favored

Page 8: Changing Concentrations

2 SO2(g) + O2(g)<----> 2 SO3(g) 3.0 moles of SO2 and 1.5 mole of O2 are placed in a one liter container and react. At equilibrium 1.8 moles of SO3 are present. Determine the equilibrium constant (Keq).

substance Moles Initial Moles React Moles at equilibrium

Molarity atEquilibrium

SO2

O2

SO3

Page 9: Changing Concentrations

Experiment Initial [NO2]

Initial [N2O4]

Equilibrium [NO2 ]

Equilibrium [N2O4]

Keq

1 0.0200 0.0 0.0172 0.00140

2 0.0300 0.0 0.0243 0.00280

3 0.0 0.0200 0.0310 0.00452

2NO2 <-------->N2O4

Page 10: Changing Concentrations

PCl5(g) PCl3(g) + Cl2(g)

• K (eq) = 2.2 x 10-2

If concentrations are:

[PCl5 ] = 2.1 x10 -2

[PCl3 ] = 2.0 x10 -1

[Cl2 ] = 2.0 x10 -1

Is the reaction at equilibrium?If not, which way does it need to shift?

Page 11: Changing Concentrations

Le Chatelier’s Principle

• If a reaction at equilibrium is disturbed, the reaction returns to equilibrium by shifting in such a direction as to partially undo (oppose) the disturbance.

• New concentrations (equilibrium positions) are established, but the K(eq) remains the same

• K(eq) only changes when temperature changes

Page 12: Changing Concentrations

A(aq) + B(g) <-----> 2C(aq) + D(aq)

• If D is added

• What will the system want to do with the added D?______

• Which way will the equilibrium shift? ________

• At new equilibrium positions how will concentrations compare to original concentrations?

• [A] _________• [B] _________• [C] _________• [D] _________• What if D was a solid?

Page 13: Changing Concentrations

A(aq) + B(g) <-----> 2C(aq) + D(aq)

• If the pressure is increased (for pressure changes look only at the number of gas molecules on each side of the equation)

• What will the system want to do when the pressure is increased? ___________

• Which way will the equilibrium shift? ________

• How could you change the pressure ? ____________

Page 14: Changing Concentrations

A(aq) + B(g) <-----> 2C(aq) + D(aq) ΔE = -100 kJ

• If heat is added • What will the system want to do with the added heat?

________• Which way will the equilibrium shift? ________

• At new equilibrium positions how will concentrations compare to original concentrations?

• [A] _________• [B] _________• [C] _________• [D] _________

Page 15: Changing Concentrations

A(aq) + B(g) <-----> 2C(aq) + D(aq) ΔE = +100 kJ

• If heat is added • What will the system want to do with the added heat?

________• Which way will the equilibrium shift? ________

• At new equilibrium positions how will concentrations compare to original concentrations?

• [A] _________• [B] _________• [C] _________• [D] _________

Page 16: Changing Concentrations

A(aq) + B(g) <-----> 2C(aq) + D(aq)• If A is added • What will the system want to do with the added A?

________• Which way will the equilibrium shift? ________

• At new equilibrium positions how will concentrations compare to original concentrations?

• [A] _________• [B] _________• [C] _________• [D] _________

Page 17: Changing Concentrations

SOLUBILITY EQUILIBRIA

• When a solution is saturated it is at equilibrium.

• equilibrium expressions for ionic solids dissolving in water

Page 18: Changing Concentrations

• PbF2(s) <-->Pb2+(aq) + 2F-(aq)

• Keq = equilibrium constant

• Ksp = solubility product constant

• A small Ksp - reactants favored (not much solid dissolves).

• A large Ksp -products favored (solid dissolves.)

Page 19: Changing Concentrations

• From solubility (how much dissolves) can find the solubility product constant. (Ksp)

• From the solubility product constant (Ksp) can find the solubility

Page 20: Changing Concentrations

If the solubility of PbF2 is 1.9 x 10-2 M, what is the solubility product constant (Ksp)?

• Write the equation for the reaction.

• Write the Ksp expression.

• Determine the concentration (M) of each ion.

• Solve

Page 21: Changing Concentrations

If the solubility product constant (Ksp) for BaSO4 is 1.6 x 10 -9,what is the solubility of BaSO4?

• Write the equation for the reaction.

• Write the Ksp expression.

• Let the solubility of BaSO4 equal X.

• Solve

Page 22: Changing Concentrations

Iron(II) hydroxide has a solubility product constant (Ksp) of 1.6 x10 -14

• Write the equation for the dissolving of iron(II) hydroxide.

• Write the Ksp expression for the reaction

• What is the solubility of iron(II) hydroxide?

Page 23: Changing Concentrations

• What is the concentration of each ion?

• How many grams of iron(II) hydroxide can dissolve in 3.5 liters of solution? (total volume)

Page 24: Changing Concentrations

Calcium phosphate has a solubility product constant of1.2 x 10 -26. Determine the solubility of calcium phosphate.

Page 25: Changing Concentrations

Common ion effect and Ksp

• Ksp for BaSO4 is 1.6 x 10 -9

• What is the solubility of BaSO4 in a 0.02M Ba(NO3)2 solution?