You can join B. Tech after completing your M Sc degree, but most people complete B. Tech prior to earning that degree. There are many private schools and companies that will also hire after you complete B. Tech.
Yes, definitely because m tech above BTech, you understand clearly everything in Mtech better than Btech.Future Institutions is one of the best places where you can study B Tech and M Tech with quality education and under professional.
m tech
Anything in mathematics or physics, possibly chemistry too.
o2. o7. 2009Go in the below site for more info.http://www.infiya.com/education/madras-university-results-mba-mca-b-a-b-com-b-sc-m-sc-ma.html
u can do MBA .. or m tech. ... or MS.. for MS u need to have 3 years job experience also..
B-Tech you must join after finishing diploma with experience of 2 or 3 years to join B-Tech directly 2nd year , Other wise u like to join in M-Tech also join like that way.
MLISc with 5 year experience in authorised library as librarian
College State Degrees Alabama A & M University AL B Alfred University NY B, M Arizona State University, Main Campus AZ B, M, D Arkansas Tech University AR B Auburn University Main Campus AL B, M, D Baker College of Flint MI B Baylor University TX B, M Boise State University ID B, M Boston University MA B, M, D Bradley University IL B, M Brigham Young University UT B, M, D Brigham Young University, Idaho ID A, B Bucknell University PA B, M California Institute of Technology CA B, M, D California Maritime Academy CA B California Polytechnic State Univ, San Luis Obispo CA B, M California State Polytechnic University, Pomona CA B, M California State University, Chico CA B California State University, Fresno CA B California State University, Fullerton CA B, M
M lecturer in Engg college at Amritsar (Punjab).. Nw i'v joined M-Tech from KSOU. plz answer me is it Valid?
M-Tech
The courses in mtech for ECE students depends on the university where you are taking classes. Each university has their own requirements for courses in mtech for ECE students.
Let B, D be a metric space, e be any positive number, m be an integer such that m Є N where N is the set of all positive integers, and let {sb}, b Є Nand {sc}, c Є N be sequences where both b and c are greater than m. Then the sequence {sb} is a Cauchy sequence in the set B with metric D if for any element e Є B, an m exists where D(sb,sc) < eThat's just a fancy way of saying converging sequences are Cauchy sequences, but not necessarily the other way around.See related links for some definitions.