Exam 11: Limits and Continuity

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The solution of The solution of   + 2x - 15 ≥ 0 is + 2x - 15 ≥ 0 is

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Let f(x)= Let f(x)=    .For each of the following,find the limit.If the limit does not exist,so state or use the symbol ∞ or -∞ where appropriate.Hint: Sketch the graph of f. (a)    f(x) (b)    f(x) (c)    f(x) (d)    f(x) (e)    f(x) .For each of the following,find the limit.If the limit does not exist,so state or use the symbol ∞ or -∞ where appropriate.Hint: Sketch the graph of f. (a) Let f(x)=    .For each of the following,find the limit.If the limit does not exist,so state or use the symbol ∞ or -∞ where appropriate.Hint: Sketch the graph of f. (a)    f(x) (b)    f(x) (c)    f(x) (d)    f(x) (e)    f(x) f(x) (b) Let f(x)=    .For each of the following,find the limit.If the limit does not exist,so state or use the symbol ∞ or -∞ where appropriate.Hint: Sketch the graph of f. (a)    f(x) (b)    f(x) (c)    f(x) (d)    f(x) (e)    f(x) f(x) (c) Let f(x)=    .For each of the following,find the limit.If the limit does not exist,so state or use the symbol ∞ or -∞ where appropriate.Hint: Sketch the graph of f. (a)    f(x) (b)    f(x) (c)    f(x) (d)    f(x) (e)    f(x) f(x) (d) Let f(x)=    .For each of the following,find the limit.If the limit does not exist,so state or use the symbol ∞ or -∞ where appropriate.Hint: Sketch the graph of f. (a)    f(x) (b)    f(x) (c)    f(x) (d)    f(x) (e)    f(x) f(x) (e) Let f(x)=    .For each of the following,find the limit.If the limit does not exist,so state or use the symbol ∞ or -∞ where appropriate.Hint: Sketch the graph of f. (a)    f(x) (b)    f(x) (c)    f(x) (d)    f(x) (e)    f(x) f(x)

(Short Answer)
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The greatest integer function in mathematics (denoted f(x)= The greatest integer function in mathematics (denoted f(x)=    )is used every day by cashiers making change for customers.This function tells the amount of paper money for each amount of change owed.(For example,if the customer is owed $1.25 in change,he would get $1 in paper money,thus    = 1).By considering    ,    ,    ,    ,and    ,determine        . )is used every day by cashiers making change for customers.This function tells the amount of paper money for each amount of change owed.(For example,if the customer is owed $1.25 in change,he would get $1 in paper money,thus The greatest integer function in mathematics (denoted f(x)=    )is used every day by cashiers making change for customers.This function tells the amount of paper money for each amount of change owed.(For example,if the customer is owed $1.25 in change,he would get $1 in paper money,thus    = 1).By considering    ,    ,    ,    ,and    ,determine        . = 1).By considering The greatest integer function in mathematics (denoted f(x)=    )is used every day by cashiers making change for customers.This function tells the amount of paper money for each amount of change owed.(For example,if the customer is owed $1.25 in change,he would get $1 in paper money,thus    = 1).By considering    ,    ,    ,    ,and    ,determine        . , The greatest integer function in mathematics (denoted f(x)=    )is used every day by cashiers making change for customers.This function tells the amount of paper money for each amount of change owed.(For example,if the customer is owed $1.25 in change,he would get $1 in paper money,thus    = 1).By considering    ,    ,    ,    ,and    ,determine        . , The greatest integer function in mathematics (denoted f(x)=    )is used every day by cashiers making change for customers.This function tells the amount of paper money for each amount of change owed.(For example,if the customer is owed $1.25 in change,he would get $1 in paper money,thus    = 1).By considering    ,    ,    ,    ,and    ,determine        . , The greatest integer function in mathematics (denoted f(x)=    )is used every day by cashiers making change for customers.This function tells the amount of paper money for each amount of change owed.(For example,if the customer is owed $1.25 in change,he would get $1 in paper money,thus    = 1).By considering    ,    ,    ,    ,and    ,determine        . ,and The greatest integer function in mathematics (denoted f(x)=    )is used every day by cashiers making change for customers.This function tells the amount of paper money for each amount of change owed.(For example,if the customer is owed $1.25 in change,he would get $1 in paper money,thus    = 1).By considering    ,    ,    ,    ,and    ,determine        . ,determine The greatest integer function in mathematics (denoted f(x)=    )is used every day by cashiers making change for customers.This function tells the amount of paper money for each amount of change owed.(For example,if the customer is owed $1.25 in change,he would get $1 in paper money,thus    = 1).By considering    ,    ,    ,    ,and    ,determine        . The greatest integer function in mathematics (denoted f(x)=    )is used every day by cashiers making change for customers.This function tells the amount of paper money for each amount of change owed.(For example,if the customer is owed $1.25 in change,he would get $1 in paper money,thus    = 1).By considering    ,    ,    ,    ,and    ,determine        . .

(Essay)
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The solution of The solution of   > 0 is > 0 is

(Multiple Choice)
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The length of a material increases as it is heated up according to the equation The length of a material increases as it is heated up according to the equation    The rate at which the length is increasing is given by:    Calculate this limit. The rate at which the length is increasing is given by: The length of a material increases as it is heated up according to the equation    The rate at which the length is increasing is given by:    Calculate this limit. Calculate this limit.

(Short Answer)
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The volume of helium in a spherical balloon (in cubic centimeters)as a function of the radius,r,in centimeters,is given by V(r)= The volume of helium in a spherical balloon (in cubic centimeters)as a function of the radius,r,in centimeters,is given by V(r)=    π    .Find    V(r). π The volume of helium in a spherical balloon (in cubic centimeters)as a function of the radius,r,in centimeters,is given by V(r)=    π    .Find    V(r). .Find The volume of helium in a spherical balloon (in cubic centimeters)as a function of the radius,r,in centimeters,is given by V(r)=    π    .Find    V(r). V(r).

(Essay)
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Find: Find:      Find:

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Find: Find:        .If the limit does not exist,so state or use the symbol ∞ or -∞ if appropriate. Find:        .If the limit does not exist,so state or use the symbol ∞ or -∞ if appropriate. .If the limit does not exist,so state or use the symbol ∞ or -∞ if appropriate.

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The revenue function for a certain product is given by R(x)= 500x - The revenue function for a certain product is given by R(x)= 500x -    .Graph this function in the window    ×    .Use TRACE to estimate    R(x). .Graph this function in the window The revenue function for a certain product is given by R(x)= 500x -    .Graph this function in the window    ×    .Use TRACE to estimate    R(x). × The revenue function for a certain product is given by R(x)= 500x -    .Graph this function in the window    ×    .Use TRACE to estimate    R(x). .Use TRACE to estimate The revenue function for a certain product is given by R(x)= 500x -    .Graph this function in the window    ×    .Use TRACE to estimate    R(x). R(x).

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Find: Find:      Find:

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    =     = =

(Multiple Choice)
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The yearly sales y of a certain company (in thousands of dollars)is related to the amount that company spends on advertising,x (in thousands of dollars),according to the equation y(x)= The yearly sales y of a certain company (in thousands of dollars)is related to the amount that company spends on advertising,x (in thousands of dollars),according to the equation y(x)=    .Graph this function on your graphing calculator in the window    ×    .Use TRACE to explore    y(x)and discuss what this means to the company. .Graph this function on your graphing calculator in the window The yearly sales y of a certain company (in thousands of dollars)is related to the amount that company spends on advertising,x (in thousands of dollars),according to the equation y(x)=    .Graph this function on your graphing calculator in the window    ×    .Use TRACE to explore    y(x)and discuss what this means to the company. × The yearly sales y of a certain company (in thousands of dollars)is related to the amount that company spends on advertising,x (in thousands of dollars),according to the equation y(x)=    .Graph this function on your graphing calculator in the window    ×    .Use TRACE to explore    y(x)and discuss what this means to the company. .Use TRACE to explore The yearly sales y of a certain company (in thousands of dollars)is related to the amount that company spends on advertising,x (in thousands of dollars),according to the equation y(x)=    .Graph this function on your graphing calculator in the window    ×    .Use TRACE to explore    y(x)and discuss what this means to the company. y(x)and discuss what this means to the company.

(Essay)
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If f(x)= If f(x)=   ,then   F(x)= ,then If f(x)=   ,then   F(x)= F(x)=

(Multiple Choice)
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Find the value(s)of x for which f(x)= Find the value(s)of x for which f(x)=    is discontinuous. is discontinuous.

(Short Answer)
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A math tutor charges $30 for the first hour of work at your house and $20 for every hour (or fraction thereof)afterwards.The function for what the session will cost you is given by: f(x)= A math tutor charges $30 for the first hour of work at your house and $20 for every hour (or fraction thereof)afterwards.The function for what the session will cost you is given by: f(x)=    (a)Find    f(x) (b)Find    f(x) (c)Find    f(x) (a)Find A math tutor charges $30 for the first hour of work at your house and $20 for every hour (or fraction thereof)afterwards.The function for what the session will cost you is given by: f(x)=    (a)Find    f(x) (b)Find    f(x) (c)Find    f(x) f(x) (b)Find A math tutor charges $30 for the first hour of work at your house and $20 for every hour (or fraction thereof)afterwards.The function for what the session will cost you is given by: f(x)=    (a)Find    f(x) (b)Find    f(x) (c)Find    f(x) f(x) (c)Find A math tutor charges $30 for the first hour of work at your house and $20 for every hour (or fraction thereof)afterwards.The function for what the session will cost you is given by: f(x)=    (a)Find    f(x) (b)Find    f(x) (c)Find    f(x) f(x)

(Essay)
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The demand function for a certain product is given by: p = The demand function for a certain product is given by: p =    ,where p is the price and q is the quantity demanded. (a)Find the values of q for which p > 0. (b)Find the values of q for which p < 0. (c)What do the results of (a)and (b)mean and why does this make sense? ,where p is the price and q is the quantity demanded. (a)Find the values of q for which p > 0. (b)Find the values of q for which p < 0. (c)What do the results of (a)and (b)mean and why does this make sense?

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  (2 +   )= (2 +   (2 +   )= )=

(Multiple Choice)
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The yearly sales y of a certain company (in thousands of dollars)is related to the amount that company spends on advertising,x (in thousands of dollars),according to the equation y(x)= The yearly sales y of a certain company (in thousands of dollars)is related to the amount that company spends on advertising,x (in thousands of dollars),according to the equation y(x)=    .Find    y(x)and discuss what this means to the company. .Find The yearly sales y of a certain company (in thousands of dollars)is related to the amount that company spends on advertising,x (in thousands of dollars),according to the equation y(x)=    .Find    y(x)and discuss what this means to the company. y(x)and discuss what this means to the company.

(Essay)
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The cost C of processing exhaust gases so that you remove all but x percent of the pollutants is given by The cost C of processing exhaust gases so that you remove all but x percent of the pollutants is given by    Find the values of x for which C < 0.Discuss the meaning of the results. Find the values of x for which C < 0.Discuss the meaning of the results.

(Essay)
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Find the value(s)of x for which f(x)= 10 is discontinuous.

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