# UNIPUNE Savitribai Phule Pune University: Courses, Admissions & Fees

Savitribai Phule Pune University, also known as UNIPUNE, was established on February 10th, 1949 under Poona University Act. UNIPUNE is well known as “Oxford of the East”. The university manages 612 under it, and these colleges offer numerous courses that include doctoral, diploma, graduate and undergraduate programs.  Courses offered at Savitribai Phule Pune University (Unipune) B.E. B.Tech MBA, PGDM M.Sc B.Sc M.E. M.Tech BBA B.Com M.A.

# How to Get a Head Start on College Before You Even Apply

If you want to be successful in a particular career field then attending college is one of the most rewarding things that you can do. It is estimated that college graduates can earn as much as 56% more than Americans that do not have a degree. Though the process of finding and applying to a college is stressful, it is completely worth it. There are also

# Think for your children’s career but Think Big!

There is no doubt how influential are Indian parents to their children’s career decision-making. They surely look for the best for their children, so that both theirs and the children’s dreams accomplish. Parents’ guidance is important and extremely required for every child. This tradition is based upon the experiences earned by the parents, especially their own education and non-education understandings. They know better than their child, the student,

# Best Exam Stress Relieving Tips for Students

Exam stress is real. When you’re in a University, even that annoying pop-up quiz that the professor gave once when you were absent could do well to drop your grade by a few points (thanks to hard luck). Welcome to the world of zero excuses, zero absences, and no second chances. That’s life. That’s the University! Thinking about a student’s situation like this, I can well

# When nothing is everything in Set theory

In an earlier post, I discussed the basic and most important aspects of Set theory, Functions and Real Number System. In the same, there was a significant discussion about the union and intersection of sets. Restating the facts again, given a collection $\mathcal{A}$ of sets, the union of the elements of $\mathcal{A}$ is defined by \$ \displaystyle{\bigcup_{A \in \mathcal{A}}} A := {x : x