[VU-IT-Section] MTH101 Paper 02-11-2011

Assalamu Alaykum Warahmatullahi WaBarakatuhu,

 

Find the point of discontinuing of the given function:   2 Marks

 f (x) =    3x + 1

                X²-7x+12   

 

Find dx  at (-5,6) if x² + y² =0               2 Marks

      dy

 

Determine whether lim  1 – cos |x| exists or not? 3 Marks

                        x−>0      x

 

 

if f '(t)= 2t then find the intervals on which the function f(t) increasing and decreasing? 3 Marks

 

Use an epsilon-delta argument to prove that                    5 Marks

lim (3x + 5) = 35

x−>0         

 

if f(x) = x -5x+6 then find the intervals where the function is concave up and concave down.    5 Marks

--
To get solved assignments, past & current papers, accessing online discussion board of your subject and much more.
 
You received this message because you are subscribed to the Google
Groups "VU-IT-section" group.
Also visit
http://groups.google.com/group/vu-it-section/web/mit-course-list?hl=en
 
To post to this group, send email to
vu-it-section@googlegroups.com
 
For more options, visit this group at
http://groups.google.com/group/vu-it-section?hl=en
Or Contact
mirzagulraiz@gmail.com