Math 1304-01SP Practice Exam 2
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Name_
1) The position of an object moving along a straight line is s( t) = t 3 9 t 2 + 24 t feet after t
seconds. Find the object's velocity and acceleration after 3 seconds.
2) Given the funct
Math 1304-01SP Practice Exam 3
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1) Differentiate the following functions.
(a) y = ln ( 2 e x + 6 )
(b) h( x) = ln ( sec x )
2) Differentiate the following functions.
(a) h( x) = sin1 ( x )
1
(b) y = tan
( )
1
x2
3) Find
Math 1304-01SP Practice Exam 1
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1) Graph the following piecewise function.
cfw_
if x<2
f (x ) = x 3
4 x + 5 if x2
2) Find the numbers at which the function f (x ) is discontinuous.
cfw_
3x 2
(a) f (x ) = ( x 2)2
x 1
(b)
Handout 3.7 Exercise Set
1) It is estimated that t years from now, the circulation of a local
newspaper will be C (t) = 100 t 2 + 400 t + 5000 copies. At what
rate will the circulation be changing with respect to time 5 years from
now? Will the circulatio