Share the Idea Solution
Total marks: 10
Lecture # 1 to 8
Due date: October 25, 2011
DON’T MISS THESE Important instructions:
Convert the given spherical coordinates to rectangular and cylindrical coordinates.
Determine whether the following limit exists
Check the continuity of function at (0, 0)
Question # 4
Calculate by using chain rule of differentiation.
Calculate the value of if
we are stay here to help each others. so Miss Aqsa plz tell us ur problem about sutdy.
YES GUSY THATS A GOOD IDEA I HAVE THE SAME PROBS THAT U GUYS HAVE,,,,,,,,,,SO IF DONT MIND I WOULD LIKE TO JOIN U PEPL ON REGULAR BASIS
it is solution of MTH 301 assignment. only Q#3
yeh file opn q nai ho rai?????????????????????????????
final answer is correct, but here you did not calculate the limit along the third path which is y=x.
If limit along path y=0 is same as limit along path x=0, then it does not mean that limit exist. We can get a different limiting value frmo third path y=x which will result in 'limit does not exist'.
only three???? i solved 1st three questions will be solving others too.... agar baki questions b solve kiye hain ksi ne to plz btae mje apne answers confirm krnay hain... thnz
guys and gals u can add me in ur skype for mth301 discussion on regular basis...... my id is "genie pyara" me waiting frnds,,,,,,,,,,,
i solved all question. Miss aqsa what you need now? Tell me? i came here only help for Vu student.
sorry frnds it was "genie_pyara"
now u can add me
hay shahbaz ahmed can u give me the answer ov the question coz i want to chek mine thanks
brother can you also add me...skype
i want your help....