From Math
1106 Class 6
V2
Upcoming
Exam
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Problems
From Math 1106 Class 6
Increasing/Decreasing
Critical
Numbers
Dr. Allen Back
Taylor
Polynomials
Relative
Extrema
Critical Point
Def
Nonstandard
S
MATH 1106 LECTURE QUIZ
Your Name:
Date:
Please show all of your work (including the intermediate steps) but you needn't simplify unless specifically requested to. The question or questions will be pro
MATH 1106 LECTURE QUIZ
Your Name:
Date:
Please show all of your work (including the intermediate steps) but you needn't simplify unless specifically requested to. The question or questions will be pro
Feb. 21, 2012
Prelim 1 V3
Math 1106
Please show your reasoning and all your work. This is a 90 minute exam. Calculators are not needed or permitted. Good luck! Unless specifically requested, answers o
Math 1106: Prelim I (February 21, 2012)
Your Name: Your TA's name: Your Section Number and/or Time: This exam has 15 pages with 8 problems adding up to 100 points. If you need extra space, you can use
March 29, 2012
Prelim 2 V4
Math 1106
Please show your reasoning and all your work. This is a 90 minute exam. Calculators are not needed or permitted. Good luck! Unless specifically requested, answers
Math 1106: Prelim II (March 29, 2012)
Your Name: Your TA's name: Your Section Number and/or Time: This exam has 14 pages with 8 problems adding up to 100 points. If you need extra space, you can use t
Math 1106: Prelim III (April 24, 2012)
Your Name: Your TA's name: Your Section Number and/or Time: This exam has 11 pages with 8 problems adding up to 100 points. If you need extra space, you can use
April 24, 2012
Prelim 3
Math 1106
Please show your reasoning and all your work. This is a 90 minute exam. Calculators are not needed or permitted. Good luck! Unless specifically requested, answers on
Solutions to Review Problems for the Final Exam Solutions to Maxima, minima, convexity, concavity 1. f (x) = 2 x3 - x2 - 4x + 1, f (x) = 2x2 - 2x - 4, f (x) = 4x - 2 3 (a) f (x) = 0 when 0 = x2 - x -
Review Problems for the Final Exam Maxima, minima, convexity, concavity (a) Find all the critical points. (b) Use the second derivative test to determine if they are local maxima or local minima. Find
Formula sheet for Final Exam in Math 106 on Monday 14, 2007
Derviative formulas (xp ) = pxp-1 General properties of derivatives (cf ) = cf (1/g) = - g g2 (f + g) = f + g f g-fg (f /g) = g2 (f g) = f g
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