Nothing fancy here really just eight integrals to be taken from the exercises on page 23, 32, 36, 39, 42, 44, 48 and 59. The only thing that’ll change is the constants will be different for Tests A and B. Please find your sample here.
I just noticed this says Test A rather than Sample at the top. It is a sample and not what the actual Test A is going to be. Also I will attach a copy of the tables.
J.P. McCarthy: Math Page 
4 comments
Comments feed for this article
February 21, 2012 at 11:33 am
Student 3
Sorry to bother you but I was just wondering if you could explain how to do Q. 3 on page 48 of the notes. After choosing
and 
I’m unsure how to integrate 
, I know you said to use both sets of tables but I still can’t seem to figure it out.
February 21, 2012 at 12:03 pm
J.P. McCarthy
Note that you DO know how to differentiate
so this should have been your 
. Remember choose your 
according to the following LIATE hierarchy:
Log
in in here
Inverse Trig —
Algebraic — polynomials
Trig
Exponential
Hence try
and 
. Then 
and 
so we have
The second integral
is not that easy
I recommend that you divide
into 
to get
February 21, 2012 at 12:06 pm
Student 4
I was doing the sample test A (MS2002) before the exam tomorrow and can’t figure out how to do question eight. I’ve looked through the notes and can’t seem to find a similar problem in them. (I’m probably not looking in the right place). Would you be able to point me in the right direction as I’m sure if I knew how to begin the question I’d be able to do it!
February 21, 2012 at 12:10 pm
J.P. McCarthy
We have
. Note that we have a function (
) – multiple of derivative (
) pattern so we let 
. Work away now you should be grand.
J.P.