Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For...
10
Transcript of Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For...
![Page 1: Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For all parts of this problem, let f(x) and g(c) be the functions whose graphs y = and](https://reader031.fdocuments.in/reader031/viewer/2022030403/5a79203d7f8b9a217b8d2be1/html5/thumbnails/1.jpg)
![Page 2: Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For all parts of this problem, let f(x) and g(c) be the functions whose graphs y = and](https://reader031.fdocuments.in/reader031/viewer/2022030403/5a79203d7f8b9a217b8d2be1/html5/thumbnails/2.jpg)
![Page 3: Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For all parts of this problem, let f(x) and g(c) be the functions whose graphs y = and](https://reader031.fdocuments.in/reader031/viewer/2022030403/5a79203d7f8b9a217b8d2be1/html5/thumbnails/3.jpg)
![Page 4: Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For all parts of this problem, let f(x) and g(c) be the functions whose graphs y = and](https://reader031.fdocuments.in/reader031/viewer/2022030403/5a79203d7f8b9a217b8d2be1/html5/thumbnails/4.jpg)
![Page 5: Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For all parts of this problem, let f(x) and g(c) be the functions whose graphs y = and](https://reader031.fdocuments.in/reader031/viewer/2022030403/5a79203d7f8b9a217b8d2be1/html5/thumbnails/5.jpg)
![Page 6: Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For all parts of this problem, let f(x) and g(c) be the functions whose graphs y = and](https://reader031.fdocuments.in/reader031/viewer/2022030403/5a79203d7f8b9a217b8d2be1/html5/thumbnails/6.jpg)
![Page 7: Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For all parts of this problem, let f(x) and g(c) be the functions whose graphs y = and](https://reader031.fdocuments.in/reader031/viewer/2022030403/5a79203d7f8b9a217b8d2be1/html5/thumbnails/7.jpg)
![Page 8: Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For all parts of this problem, let f(x) and g(c) be the functions whose graphs y = and](https://reader031.fdocuments.in/reader031/viewer/2022030403/5a79203d7f8b9a217b8d2be1/html5/thumbnails/8.jpg)
![Page 9: Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For all parts of this problem, let f(x) and g(c) be the functions whose graphs y = and](https://reader031.fdocuments.in/reader031/viewer/2022030403/5a79203d7f8b9a217b8d2be1/html5/thumbnails/9.jpg)
![Page 10: Exam 2 - 2016 Solutionspeople.math.umass.edu/~jyu/teaching/2017_fall/Exam 2 - 2016... · #3. For all parts of this problem, let f(x) and g(c) be the functions whose graphs y = and](https://reader031.fdocuments.in/reader031/viewer/2022030403/5a79203d7f8b9a217b8d2be1/html5/thumbnails/10.jpg)