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7.8  Limiting Reactants, 7.8  Limiting Reactants,

7.8 Limiting Reactants, - PowerPoint Presentation

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7.8 Limiting Reactants, - PPT Presentation

Percent Yield When you make a peanut butter sandwich you need 2 slices of bread and 1 tablespoon of peanut butter The reactant that runs out first is called the limiting reactant Learning Goal ID: 600081

product reactant moles limiting reactant product limiting moles grams mass molar exact yield step mole amount mole

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Slide1

7.8 Limiting Reactants, Percent Yield

When you make a peanut butter sandwich, you need 2 slices of bread and 1 tablespoon of peanut butter. The reactant that runs out first is called the limiting reactant.

Learning Goal Identify a limiting reactant and calculate the amount of product formed from the limiting reactant. Given the actual quantity of product, determine the percent yield for a reaction.Slide2

Limiting Reactant

A

limiting reactant in a chemical reaction is the substance that is used up first. limits the amount of product that can

form.

The reactant that does not completely react and is left over at the end of the reaction is called the

excess reactant

.Slide3

Calculating Moles of Product from a Limiting Reactant

In many reactions, there is a limiting reactant that determines the amount of product that can be formed.

Given a chemical reaction, from each reactant we can

calculate the amount of product possible when it is completely consumed.

determine the limiting reactant, the one that runs out first and produces the smaller amount of product.

Core Chemistry Skill

Calculating the Quantity of Product from a Limiting ReactantSlide4

Guide to Calculating Moles of Product from a Limiting ReactantSlide5

Limiting Reactant, Moles of Product

If 3.00 moles of CO and 5.00 moles of H

2 are the initial reactants, how many moles of methanol (CH3OH) can be produced and what is the limiting reactant? CO(

g

) + 2H

2

(

g

)

 CH

3

OH(

g

)

STEP 1

State the given and needed moles.

ANALYZE Given Need

THE PROBLEM

3.00 moles of CO moles CH

3

OH produced

5.00 moles

of

H

2

limiting reactant

Equation

CO(

g

) + 2H

2

(

g

)

 CH

3

OH(

g

)Slide6

Limiting Reactant, Moles of Product

STEP 2

Write a plan to convert the moles of each reactant to moles of product. moles of CO moles of CH

3

OH

moles of H

2

moles of

CH

3

OH

Mole–mole factor

Mole–mole factorSlide7

Limiting Reactant, Moles of Product

STEP 3

Write the mole–mole factors from the equation. Slide8

Limiting Reactant, Moles of Product

STEP 4

Calculate the number of moles of product from each reactant, and select the smaller number of moles as the amount of product from the limiting reactant.

H

2

is the limiting reactant,

and 2.50 moles of CH

3

OH is produced.

Smaller amount

of product

Limiting

reactantSlide9

Limiting Reactant, Mass of Product

The quantities of reactants can also be given in grams.

The calculations to identify the limiting reactant arefirst, convert the grams of each reactant to moles of reactant using molar mass conversion factors;second, use mole–mole factors to convert moles of reactant to moles of product; and third, use molar mass to convert the moles of product to grams of product.The reactant that produces the least amount of product is the limiting reactant. Slide10

Guide to Calculating the Grams of Product from a Limiting ReactantSlide11

Limiting Reactant, Mass of Product

Silicon carbide,

SiC, is a ceramic material that tolerates extreme temperatures and is used as an abrasive and in the brake discs

of sports cars.

How many grams of CO are

formed from 70.0 g of SiO

2

and

50.0 grams of C?

SiO

2

(

s

) + 3C(

s

)  SiC

(

s

) + 2CO(

g

)

A ceramic brake disc in a sports

car withstands

temperatures

of 1400

°

C

.Slide12

Limiting Reactant, Mass of Product

STEP 1

State the given and needed grams.

ANALYZE Given Need

THE PROBLEM

70.0 g of SiO

2

grams of CO produced

50.0 g

of

C

from limiting reactant

Equation

SiO2(s) + 3C(s)  SiC

(

s

) + 2CO(

g

)Slide13

Limiting Reactant, Mass of Product

STEP 2

Write a plan to convert the grams of each reactant to grams of product.grams moles moles gramsof SiO

2

of

SiO

2

of CO of CO

grams

moles moles

grams

of H

2

of H2

of CO of CO

Mole–mole factor

Mole–mole factor

Molar

mass

Molar

mass

Molar

mass

Molar

massSlide14

Limiting Reactant, Mass of Product

STEP 3

Write the molar mass and mole–mole factors from the equation. Molar mass factors Slide15

Limiting Reactant, Mass of Product

STEP 4

Calculate the number of grams of product from each reactant, and select the smaller number of grams as the amount of product from the limiting reactant.

C is the limiting reactant;

65.3 grams CO is produced.

Smaller

amount of

product

Limiting

reactant

Four SF

Exact

Four SF

Exact

Exact

Exact

Three SF

Three SF

Three SF

Four SF

Exact

Exact

Exact

Four SF

Three SF

×

×

×

×

×

×Slide16

Study Check

Given the following reaction,

N2(g) + 3H2

(

g

)

 2NH

3

(

g

)

calculate the amount of ammonia,

NH

3

, that can be formed when 2.50 grams of nitrogen gas, N

2, reacts with 2.00 grams of hydrogen gas, H2.Slide17

Solution

STEP 1

State the given and needed grams.

ANALYZE Given Need

THE PROBLEM

2.50 g of N

2

grams of NH

3

produced

2.00 g

of

H

2

from limiting reactant

Equation N2(g) + 3H

2

(

g

)

 2NH

3

(

g

)Slide18

Solution

STEP 2

Write a plan to convert the grams of each reactant to grams of product.grams moles moles gramsof N

2

of N

2

of NH

3

of NH

3

grams moles moles grams

of H

2

of H

2 of

NH

3

of

NH

3

Mole–mole factor

Mole–mole factor

Molar

mass

Molar

mass

Molar

mass

Molar

massSlide19

Solution

STEP 3

Write the molar mass and mole–mole factors from the equation. Molar mass factors Slide20

Solution

STEP 3

Write the molar mass and mole–mole factors from the equation. Mole–mole factors Slide21

Solution

STEP 4

Calculate the number of grams of product from each reactant, and select the smaller number of grams as the amount of product from the limiting reactant.

N

2

is the limiting reactant;

3.04 grams of NH

3

is produced.

Smaller amount of product

Limiting

reactant

Four SF

Four SF

Exact

Exact

Exact

Exact

Three SF

Three SF

Three SF

Exact

Exact

Exact

Four SF

Three SF

Exact

Three SF

×

×

×

×

×

×Slide22

Actual, Theoretical, and Percent Yield

When the reaction does not go to completion, or some of the reactant or product is lost, the amount of product produced may be less.

Theoretical yield is the maximum amount of product, which is calculated using the balanced equation.Actual yield is the amount of product actually obtained. Percent yield is the ratio of actual yield to theoretical yield.

Core Chemistry Skill

Calculating Percent YieldSlide23

Guide to Calculations for Percent

YieldSlide24

Study Check

On a space shuttle,

LiOH is used to absorb exhaled CO2 from breathing air to form LiHCO3. What is the percent yield of the reaction if 50.0 g of LiOH

gives 72.8 g of LiHCO

3

?

LiOH

(

s

) + CO

2

(

g

)

 LiHCO

3(s)Slide25

Solution

On a space shuttle,

LiOH is used to absorb exhaled CO2 from breathing air to form LiHCO3. What is the percent yield of the reaction if 50.0 g of LiOH

gives 72.8 g of LiHCO

3

?

LiOH

(

s

) + Co

2

(

g

)

LiHCO3(s)STEP 1

State the given and needed quantities.

ANALYZE Given Need

THE PROBLEM

50.0 g of

LiOH

Percent yield LiHCO

3

72.8 g of LiHCO

3

Equation

LiOH

(s) + CO2(g)  LiHCO3(s)Slide26

Solution

STEP 2

Write a plan to calculate theoretical yield and percent yield.grams

moles

moles grams of of of of

LiOH

LiOH

LiHCO

3

LiHCO

3

Mole–mole factor

Molar

mass

Molar

mass Slide27

Solution

STEP 3

Write the molar mass and mole–mole factors from the equation. Molar mass factors Slide28

Solution

STEP 3

Write the molar mass and mole–mole factors from the equation. Mole-mole factors Slide29

Solution

STEP 4

Calculate the percent yield by dividing the actual yield (given) by the theoretical yield and multiplying the result by 100%.

Calculation of percent yield:

Three SF

Four SF

Four SF

Exact

Exact

Exact

Exact

Three SF

Three SF

Three SF

×

×

×

×

×