Unformatted text preview: Problem 2 : Let F ( x ) = Z 2 x x et 2 dt. 1. Use your calculator to compute the values of F ( x ) for x =2 ,1 , , 1 , 2. 2. Is the function F ( x ) an odd function? Hint: Use the substitution u =t to check if F (x ) =F ( x ). 3. For what values of x is F ( x ) increasing? 4. For what values of x is F ( x ) concave up? 5. Sketch the graph of F ( x ). Problem 3 : Section 7.1 # 98. Problem 4 : Section 7.1 # 112. 1...
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 Fall '07
 Irena
 Math, Calculus, Derivative, Convex function, bacteria population

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