hi there Bhagyashri,

the Unversity of Karnataka,Dharwad offers a full time Master of Science in Mathematics,it is a full time two year post graduate course.admissions are based on the qualifying examination and the Entrance examination with merit list consideration of 50% entrance exam result and 50% qualifying exam result.

for

Hello greetings

We know that the value of cos2npi is one where n belongs to natural number therefore now we need to calculate the value of cos inverse 1 which is zero therefore the overall answer of the question is zero hope this helps this helps

All the best

hello Rajib,

if you qualify, then you can take admission in engineering college accordingly that marks.

you can't get top college but you can take admission in any private college.

Good Luck!

hey

according to the NEET eligibility criteria 12th should be done with the subjects physics, Chemistry & Biology essentially 

so if along with these three subjects you had MATHS obviously you are eligible for NEET EXAM. 

Either a PCB OR A PCMB student is eligible for NEET . Also only

You can go through undergraduate level without knowledge of maths.

Their is need of economist in government, industry,banking too.

You can go for Bachelor of arts in economics.

Hello

Since his percentile score in the exam is very low, he can prepare for the exam again and appear for JEE Main April exam with full preparation as best of the two scores will be considered. As he has scored well in Mathematics, he need to focus more on

Hello Siddhi

B.Sc (Mathematics, Statistics, Physics) is a three year full time undergraduate programme. The course is offered by various colleges/Universities. Some of them are-

1. Reva University, Bengaluru
Eligibility Criteria for admission to the course is candidate should have completed PUC/10+2 with Mathematics as the compulsory subject and candidates

I just difficult to compute the area here because the drawing facility is not available in this platform but I can suggest you how to approach this type of problem 

first draw the graph of function given on the xy plane and then start with the boundary condition given and