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Assignment #  1


MTH301 (Spring 2012)


            Total marks: 10

             Lecture # 1 to 6  

   Due Date: April 10, 2012


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  • Only Question # 2 is graded. Remaining questions are for your practice only therefore, you do not need to send the solution of non-graded questions.
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Replies to This Discussion

koi solution send karay ga agr kar skta ha to plz jaldi send kro plzzzzzz

i think we should first put the value x=0 in the function then y=0 and then y=mx.each time we will get different values so the limit of that function do not exist.

i dont think so, becoz we have to "Evaluate the limit along the paths" not prove the continuity...

i agree manan but jab limits exist hi nai kar rai to hum isay evaluate kaisay karain gay?????????

check the solution nd jaldi btana theek ha ya ni


100% marks 

I hate Maths......

 Ayesha Kh sharing email address publicly is not allowed.. 


MTH301 Assignment#1 Solution

See the attached file please


 M.Tariq Malik bhai in last step we have 1/ 1+m^2

if we take m=1 then f(x,y)= 1/2 at every point of the line y=x other than (0,0) .

if we take m= -1 then f(x,y)= 1/2 at every point of the line y= -x other than (0,0) .

thus f(x,y) assumes two same values as (x,y) approaches (0,0) along two different paths.

so limit exist...  now em confused .. according to dis rule ( bsc book chap# 2, 2.6 exercise)  limt exist. or ap ne kha k constant hay is lye limit nai exist krti.. ab ap plzzz mujhy confirm btaye k limt exist krti hy ya nai ta k me apni assignment complt kr sakon 


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