Name:
Instructor:
Math 10550, Exam II
October 18, 2013
The Honor Code is in eect for this examination. All work is to be your own.
No calculators.
The exam lasts for 1 hr. and 15 m.
Be sure that your name is on every page in case pages become detached.
Be
Names
Date
Math 10550 Worksheet 3
1. The following graph shows the position function, s(t) of a sprinter in a 100 meter race.
Sketch the velocity and acceleration functions for this sprinter and give a verbal description of how he ran the race in terms of
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Instructor:
Math 10550, Exam III
November 15, 2011
The Honor Code is in eect for this examination. All work is to be your own.
No calculators.
The exam lasts for 1 hour and 15 min.
Be sure that your name is on every page in case pages become detache
Name:
Instructor:
Math 10550, Exam 2
October 13, 2011
The Honor Code is in eect for this examination. All work is to be your own.
No calculators.
The exam lasts for 1 hour and 15 min.
Be sure that your name is on every page in case pages become detached.
Name:
Instructor:
Math 10550, Supplemental Problems Exam 3
November 15, 2011
The Honor Code is in eect for this examination. All work is to be your own.
No calculators.
The exam lasts for 1 hour and 15 min.
Be sure that your name is on every page in case
Names
Date
Math 10550 Worksheet 4
1. A particle moves back and forth along the x-axis. Its x-coordinate at any time t is given by the
function
s(t) = 2t3 9t2 + 12t + 5
(a) Find the velocity and acceleration functions for the particle.
Solution: The veloci
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Math 10550 Worksheet 5
Show all your work to receive credit. Give your answers in EXACT numbers.
Problem 1 A particle moves along the curve y = x3 x2 . As it reaches the point (2, 2), the
ycoordinate is increasing at a rate of 2 cm/s. How fast
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Date
Math 10550 Worksheet 1
1. Consider the function
f (x) = x2 + 6x + 13
(a) Complete the square and write the function in the form
f (x) = (x a)2 + b.
Solution:
f (x) = x2 + 6x + 13
2
6
6
= x + 6x +
2
2
2
= (x + 6x + 9) 9 + 13
= (x + 3)2 + 4
2
2
+