Exam 1: Extension B: Functions and Models
Exam 1: Extension A: Functions and Models20 Questions
Exam 1: Extension B: Functions and Models5 Questions
Exam 1: Extension C: Functions and Models8 Questions
Exam 1: Extension D: Functions and Models12 Questions
Exam 1: Extension E: Functions and Models7 Questions
Exam 1: Extension F: Functions and Models5 Questions
Exam 2: Extension A: Limits and Derivatives9 Questions
Exam 2: Extension B: Limits and Derivatives5 Questions
Exam 2: Extension C: Limits and Derivatives6 Questions
Exam 2: Extension D: Limits and Derivatives6 Questions
Exam 2: Extension E : Limits and Derivatives5 Questions
Exam 2: Extension F: Limits and Derivatives5 Questions
Exam 2: Extension G: Limits and Derivatives10 Questions
Exam 2: Extension H: Limits and Derivatives5 Questions
Exam 3: Extension A: Differentiation Rules5 Questions
Exam 3: Extension B: Differentiation Rules11 Questions
Exam 3: Extension C: Differentiation Rules8 Questions
Exam 3: Extension D: Differentiation Rules5 Questions
Exam 3: Extension E: Differentiation Rules4 Questions
Exam 3: Extension F: Differentiation Rules5 Questions
Exam 3: Extension G: Differentiation Rules5 Questions
Exam 4: Extension A: Applications of Differentiation17 Questions
Exam 4: Extension B: Applications of Differentiation8 Questions
Exam 4: Extension C: Applications of Differentiation15 Questions
Exam 4: Extension D: Applications of Differentiation5 Questions
Exam 4: Extension E: Applications of Differentiation12 Questions
Exam 4: Extension F: Applications of Differentiation5 Questions
Exam 4: Extension G: Applications of Differentiation12 Questions
Exam 5: Extension A: Integrals5 Questions
Exam 5: Extension B: Integrals10 Questions
Exam 5: Extension C: Integrals7 Questions
Exam 5: Extension D: Integrals5 Questions
Exam 5: Extension E: Integrals7 Questions
Exam 6: Extension A: Applications of Integration9 Questions
Exam 6: Extension B: Applications of Integration14 Questions
Exam 6: Extension C: Applications of Integration7 Questions
Exam 6: Extension D: Applications of Integration5 Questions
Exam 6: Extension E: Applications of Integration5 Questions
Exam 6: Extension F: Applications of Integration6 Questions
Exam 7: Extension A: Differential Equations11 Questions
Exam 7: Extension B: Differential Equations13 Questions
Exam 7: Extension C: Differential Equations5 Questions
Exam 7: Extension D: Differential Equations8 Questions
Exam 7: Extension E: Differential Equations7 Questions
Exam 7: Extension F: Differential Equations16 Questions
Exam 7: Extension G: Differential Equations10 Questions
Exam 8: Extension A: Infinte Sequences and Series6 Questions
Exam 8: Extension B: Infinte Sequences and Series11 Questions
Exam 8: Extension C: Infinte Sequences and Series7 Questions
Exam 8: Extension D: Infinte Sequences and Series5 Questions
Exam 8: Extension E: Infinte Sequences and Series6 Questions
Exam 8: Extension F: Infinte Sequences and Series5 Questions
Exam 8: Extension G: Infinte Sequences and Series8 Questions
Exam 8: Extension H: Infinte Sequences and Series5 Questions
Exam 9: Extension A: Vectors and the Geometry of Space5 Questions
Exam 9: Extension B: Vectors and the Geometry of Space5 Questions
Exam 9: Extension C: Vectors and the Geometry of Space5 Questions
Exam 9: Extension D: Vectors and the Geometry of Space6 Questions
Exam 9: Extension E: Vectors and the Geometry of Space9 Questions
Exam 10: Extension A: Vector Functions9 Questions
Exam 10: Extension B: Vector Functions5 Questions
Exam 10: Extension C: Vector Functions5 Questions
Exam 10: Extension D: Vector Functions7 Questions
Exam 10: Extension E: Vector Functions10 Questions
Exam 10: Extension F: Vector Functions4 Questions
Exam 10: Extension H: Vector Functions5 Questions
Exam 10: Extension G: Vector Functions9 Questions
Exam 10: Extension H: Vector Functions14 Questions
Exam 11: Extension A: Partial Derivatives5 Questions
Exam 11: Extension B: Partial Derivatives13 Questions
Exam 11: Extension C: Partial Derivatives17 Questions
Exam 11: Extension D: Partial Derivatives8 Questions
Exam 11: Extension E: Partial Derivatives5 Questions
Exam 11: Extension F: Partial Derivatives5 Questions
Exam 11: Extension G: Partial Derivatives14 Questions
Exam 11: Extension H: Partial Derivatives6 Questions
Exam 12: Extension A: Multiple Integrals5 Questions
Exam 12: Extension B: Multiple Integrals10 Questions
Exam 12: Extension C: Multiple Integrals11 Questions
Exam 12: Extension D: Multiple Integrals5 Questions
Exam 12: Extension E: Multiple Integrals11 Questions
Exam 12: Extension F: Multiple Integrals5 Questions
Exam 12: Extension G: Multiple Integrals6 Questions
Exam 12: Extension H: Multiple Integrals6 Questions
Exam 13: Extension A: Vector Calculus5 Questions
Exam 13: Extension B: Vector Calculus7 Questions
Exam 13: Extension C: Vector Calculus5 Questions
Exam 13: Extension D: Vector Calculus6 Questions
Exam 13: Extension E: Vector Calculus10 Questions
Exam 13: Extension F: Vector Calculus5 Questions
Exam 13: Extension G: Vector Calculus5 Questions
Exam 13: Extension H: Vector Calculus9 Questions
Exam 13: Extension I: Vector Calculus3 Questions
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The relationship between the Fahrenheit and Celsius temperature scales is given by the linear function.
What is the F-intercept and what does it represent?

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(Multiple Choice)
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Correct Answer:
E
It makes sense that the larger the area of a region,the larger the number of species that inhabit the region.Many ecologists have modeled the species-area relation with a power function and,in particular,the number of species S of bats living in caves in central Mexico has been related to the surface area A measured in
of the caves by the equation
(a)The cave called mission impossible near puebla,mexico,has suface area of
How many species of bats would expect to find in that cave?
(b)If you discover that
species of bats live in cave estimate the area of the cave.




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(Short Answer)
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Correct Answer:
a) 3 species
b) 702m2
The monthly cost of driving a car depends on the number of miles driven.Julia found that in October it cost her
to drive
mi and in July it cost her
to drive
mi.Express the monthly cost C as a function of the distance driven d assuming that a linear relationship gives a suitable model.




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(Multiple Choice)
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Correct Answer:
C
The relationship between the Fahrenheit and Celsius temperature scales is given by the linear function.
Complete the table and find the slope.


(Short Answer)
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Many physical quantities are connected by inverse square laws,that is,by power functions of the form
In particular,the illumination of an object by a light source is inversely proportional to the square of the distance from the source.Suppose that after dark you are in a room with just one lamp and you are trying to read a book.The light is too dim and so you move
the distance to the lamp.How much brighter is the light?


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