HOMEWORK V Due on January 5,2009 for sections 01,04,05 Due on January 6,2009 for sections 03,06 Due on January 7,2009 for sections 02,07 Bring the homework to the first lecture on the due date. 1) Suppose f is twice differentiable on an interval I (i.e.,
Due on Nov.26 for sections 01, 02, 04, 05, 07. Due on Nov.27 for sections 03, 06. Bring the homework to the rst lecture on the due date. Homework 4 1. Two parallel sides of a rectangle are being lengthened at the rate of 3 in/sec, while the other two side
Homework 2 For Math.111 Due on October 22 for sections 01,02,04,05,07, Due on October 23 for sections 03,and 06. Bring the homework to the first lecture on the due date. 1) Consider the function f ( x ) = 4 sin 1 1 x 2 , x [ 0,1] . a) Find the range of f(
Due on the 1st lecture of next week, Nov 17 - Nov 21.
1. Determine whether the following statements are true or false. Prove if true and give an example if false. (a) If f (x) takes on every value between f (a) and f (b) on the interval [a, b]