i need to know the toppers in all subject of b.com(comp.)2009 and the state toppers in b.com(comp.) 2009
No, but it is usually done because an arts degree requires a minor subject as well as the major, and languages are easy to use because of the low number of required courses for each one in each year.
A degree subject refers to the specific area of study or discipline that a student focuses on during their academic pursuits at a college or university. It is the main field of knowledge in which a student earns a degree upon completion of their studies. Examples of degree subjects include biology, psychology, engineering, history, and many others. Each degree subject has its own set of required courses, curriculum, and academic standards that students must meet to earn their degree in that particular field.
a triangle has 180 degree but each exterior has 90 degree .
Each degree of latitude is divided into 60 minutes, and each minute is further divided into 60 seconds.
It depends on the type of professional degree (law, medicine, etc.). Each will have its own requirements.It depends on the type of professional degree (law, medicine, etc.). Each will have its own requirements.It depends on the type of professional degree (law, medicine, etc.). Each will have its own requirements.It depends on the type of professional degree (law, medicine, etc.). Each will have its own requirements.It depends on the type of professional degree (law, medicine, etc.). Each will have its own requirements.It depends on the type of professional degree (law, medicine, etc.). Each will have its own requirements.
For each degree of longitude to the east, the local mean time is four minutes ahead.
show the any Degree Course Markshet copy of mdu rohtak university
60 units from an approved program. Each general education subject area requires a certain number of completed units.
No, elbow 135 degree and elbow 45 degree are different from each other.
There are 60 minute to each degree and 60 secons to each minute. 1 degree = 60 minutes 60 minutes = 3600 seconds
The Degree (for a polynomial with one variable) is the largest exponent of that variable.
Each degree of latitude and longitude on Earth is divided into 60 minutes, and each minute is further divided into 60 seconds. This means that there are a total of 3600 seconds in one degree.