Difference between revisions of "009A Sample Midterm 1"

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(Created page with "'''This is a sample, and is meant to represent the material usually covered in Math 9A for the midterm. An actual test may or may not be similar. Click on the''' '''<span clas...")
 
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== [[009B_Sample Midterm 1,_Problem_1|<span class="biglink"><span style="font-size:80%">&nbsp;Problem 1&nbsp;</span></span>]] ==
 
== [[009B_Sample Midterm 1,_Problem_1|<span class="biglink"><span style="font-size:80%">&nbsp;Problem 1&nbsp;</span></span>]] ==
<span class="exam">
+
<span class="exam"> Find the following limits:
  
::<span class="exam">a)
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::<span class="exam">a) Find <math>\lim _{x\rightarrow 2} g(x),</math> provided that <math>\lim _{x\rightarrow 2} \bigg[\frac{4-g(x)}{x}\bigg]=5</math>
::<span class="exam">b)  
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::<span class="exam">b) Find <math>\lim _{x\rightarrow 0} \frac{\sin(4x)}{5x} </math>
 +
::<span class="exam">c) Evaluate <math>\lim _{x\rightarrow -3^+} \frac{x}{x^2-9} </math>
  
 
== [[009B_Sample Midterm 1,_Problem_2|<span class="biglink"><span style="font-size:80%">&nbsp;Problem 2&nbsp;</span>]] ==
 
== [[009B_Sample Midterm 1,_Problem_2|<span class="biglink"><span style="font-size:80%">&nbsp;Problem 2&nbsp;</span>]] ==

Revision as of 16:31, 4 February 2017

This is a sample, and is meant to represent the material usually covered in Math 9A for the midterm. An actual test may or may not be similar. Click on the  boxed problem numbers  to go to a solution.

 Problem 1 

Find the following limits:

a) Find provided that
b) Find
c) Evaluate

 Problem 2 



 Problem 3 

a)
b)

 Problem 4 


 Problem 5 

a)
b)
c)