Question 1

The marginal cost of producing the   box of computer disks is   and the fixed cost is $150,000. Find the cost function

Accepted Answer

A)    
B)    
C)    
D)    
E)    
A)    
B)    
C)    
D)    
E)

Question 2

Match between columns
                        Premises: 11ebfe6a_2cdf_1dbe_96cc_754434834476_TBX8650_11
11ebfe6a_2cde_f6aa_96cc_63389a83cdd5_TBX8650_11
11ebfe6a_2cdf_1dc2_96cc_1b4654438423_TBX8650_11

Accepted Answer

The Answer of 11ebfe6a_2cdf_1dc0_96cc_a349a8a8d5ba_TBX8650_11 and 11ebfe6a_2cdf_1dbd_96cc_a1869042acec_TBX8650_11 and 11ebfe6a_2cde_f6ac_96cc_09a63f5946cf_TBX8650_11 and 11ebfe6a_2cde_f6ab_96cc_6771ef4a810c_TBX8650_11 is...

Question 3

Evaluate the integral.

Accepted Answer

A)    
B)    
C)    
D)    
E)    
A)    
B)    
C)    
D)    
E)

Question 4

Calculate the left Riemann sum for the function over the given interval using the given values of   .   over   ,

Accepted Answer

A) Left Sum = 5 
B) Left Sum = - 5 
C) Left Sum = 7 
D) Left Sum = 4 
E) Left Sum = - 4 
A) Left Sum = 5 
B) Left Sum = - 5 
C) Left Sum = 7 
D) Left Sum = 4 
E) Left Sum = - 4

Question 5

The way Professor Waner drives, he burns gas at the rate of   gallons each hour,   hours after a fill-up. Find the number of gallons of gas he burns in the first   hours after a fill-up. Please round the answer to the nearest gallon.

Accepted Answer

A) 14 gallons 
B) 16 gallons 
C) 11 gallons 
D) 17 gallons 
E) 13 gallons 
A) 14 gallons 
B) 16 gallons 
C) 11 gallons 
D) 17 gallons 
E) 13 gallons

Question 6

Calculate the Riemann Sum for the integral using n = 4.   Round to the nearest tenth.

Accepted Answer

A) 981.1 
B) 1,297.5 
C) 519.0 
D) 648.8 
E) 1,217.1 
A) 981.1 
B) 1,297.5 
C) 519.0 
D) 648.8 
E) 1,217.1

Question 7

Evaluate the integral.

Accepted Answer

A) 11 
B) 108 
C) 152 
D) 200 
E) 47 
A) 11 
B) 108 
C) 152 
D) 200 
E) 47

Question 8

The velocity of a particle moving in a straight line is given by   . Given that the distance s = 0 at t = 0, find an expression for s in terms of t without any unknown constants.

Accepted Answer

A)    
B)    
C)    
D)    
E)    
A)    
B)    
C)    
D)    
E)

Question 9

Evaluate the integral.

Accepted Answer

A)    
B)    
C)    
D)    
E)    
A)    
B)    
C)    
D)    
E)

Question 10

Evaluate the integral.

Accepted Answer

A)    
B)    
C)    
D)    
E)    
A)    
B)    
C)    
D)    
E)

Question 11

Calculate the total area of the region bounded by the line   , the   , and the lines   and

Accepted Answer

A) 5,200 
B) 200 
C) 100 
D) 53,200 
E) 2,600 
A) 5,200 
B) 200 
C) 100 
D) 53,200 
E) 2,600

The marginal cost of producing the box of computer disks is and the fixed cost is $150,000. Find the cost function

Evaluate the integral.

Calculate the left Riemann sum for the function over the given interval using the given values of . over ,

The way Professor Waner drives, he burns gas at the rate of gallons each hour, hours after a fill-up. Find the number of gallons of gas he burns in the first hours after a fill-up. Please round the answer to the nearest gallon.

Calculate the Riemann Sum for the integral using n = 4. Round to the nearest tenth.

Evaluate the integral.

The velocity of a particle moving in a straight line is given by . Given that the distance s = 0 at t = 0, find an expression for s in terms of t without any unknown constants.

Evaluate the integral.

Evaluate the integral.

Calculate the total area of the region bounded by the line , the , and the lines and

Functions and Linear Models

Nonlinear Functions and Models

Introduction to the Derivative

Techniques of Differentiation With Applications

Further Applications of the Derivative

Further Integration Techniques and Applications of the Integral

Functions of Several Variables

Trigonometric Models

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Exam 6: The Integral

The marginal cost of producing the box of computer disks is and the fixed cost is $150,000. Find the cost function

Evaluate the integral.

Calculate the left Riemann sum for the function over the given interval using the given values of . over ,

The way Professor Waner drives, he burns gas at the rate of gallons each hour, hours after a fill-up. Find the number of gallons of gas he burns in the first hours after a fill-up. Please round the answer to the nearest gallon.

Calculate the Riemann Sum for the integral using n = 4. Round to the nearest tenth.

Evaluate the integral.

The velocity of a particle moving in a straight line is given by . Given that the distance s = 0 at t = 0, find an expression for s in terms of t without any unknown constants.

Evaluate the integral.

Evaluate the integral.

Calculate the total area of the region bounded by the line , the , and the lines and

Functions and Linear Models

Nonlinear Functions and Models

Introduction to the Derivative

Techniques of Differentiation With Applications

Further Applications of the Derivative

Further Integration Techniques and Applications of the Integral

Functions of Several Variables

Trigonometric Models

Filters