Maths Spl

Yes, you are eligible for the BCA, as in BCA you only have to develop computer applications that only needs coding. So, it is upon you whether you want to take Maths in class 11th or not.

Yes, Your degree is valid according to UGC guidelines. You can appear for competitive exams and all. All the best.

Yes, best of luck for your exams.
Stay calm, give your exam.

There is no such cut-off. The only thing that matters is your performance in aptitude test, written test and interview.

The course specified in your question is different from the tag you have chosen. kindly specify the course name again for better understanding. Also, the college doesn't have B.Sc physics in a single subject but has Undergraduate Arts in (Arts) Single Subject which is UG Degree Distance/Corresponden

In the last round of the cutoff marks, if there are vacant seats left, then you can easily get admission, but if not, then you can't get admission in that, but the chances are that you will get the admission.

Yes, a Maths student can apply for UG programme offered by NIFT, only if he/she fulfills the eligibility criteria. You may find the eligibility criteria @ https://www.shiksha.com/design/nift-entrance-exam
I hope you find this information useful. All the best for your future endeavours.

Yes, you can surely opt for teaching Maths as a career. However, with a B.Tech/M.Tech degree, you can't teach Maths to post-secondary (after class 12th) students. In order to do so, you have to pursue M.Sc. In mathematics or you can even go for Ph.D. and end up being a professor teaching engineering

Yes, students from non-mathematical background too can pursue BCA without any problem. There are many universities which will provide you admission into BCA. You just need to score at least 45% in your +2 to meet the basic eligibility criteria. If you can satisfy this, you can get admission very eas

Given below is a list of books I personally recommend for JAM Mathematics:
Linear Algebra done right by Sheldon Axler. A geometric approach to Linear Algebra by S kumaresan. Linear Algebra by Samvedhna publications. Real Analysis Bartle and Sherbert. Calculus Parts 1 and 2 by TM Apostol. Calculus by