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83 Views

Can I do MCA after doing BSC in Chemistry with first year mathamatics, chemistry and physics subject and second year physics and chemistry subject?

Sampurna Nandi 4th Feb, 2022

Hi,

Hope you are doing well!

Yes, you can get do mca after Bsc chemistry.According to the eligibility criteria:

In order to be eligible in MCA, you need to complete BCA or B.Sc or B.Com or a similar stream with a minimum of 50 percent marks in UG. You must have Mathematics as a compulssubject in 10+2 grade.The eligibility criteria can vary in different colleges.

Candidates can get admission either directly or through entrance exams like MAH MCA CET, IPU CET, UPSEE, NIMCET etc.

Some job opportunities after Mca are:

Programme Manager

Internet Scholar

Web Designer

Internet expert

Database Manager

You can also visit this link for more information:

https://dqxeclau.top/courses/mca-master-of-computer-applications

Hope it helps.

All the best for your future.

30 Views

Bsc mathamatics honours all ebooks.

dhanshree1501 3rd Feb, 2022

Hello Aspirant,

I hope you are doing well.

I have mentioned the names of the books below:

1.Real Analysis-- SC Malik and Savita Arora

M.D. Raisinghania

Walter and Rudin

2.Vector Analysis - Schaum's Series

- S. Chand

3.Theory of Equation - Lalji prasad

4. Group Theory - Modern algebra by Ak and AR Vasistha

- A course in abstract algebra by Bhambri and Khanna

- Contemporary Abstract algebra by Joseph A. Gallian

5. Differential Calculus - Laljee Prasad

6.Trigonomtery - Laljee Prasad

7.Two Dimensions - Das Gupta

8. Three dimensions - Das Gupta

9.Differential Equation - Schaum's series

- S. Chand

I hope this helps.

Good Luck

74 Views

All books of bsc mathamatics honours of GLA college daltonganj.

dhanshree1501 3rd Feb, 2022

Hello Aspirant,

I hope you are doing well.

Here, I have mentioned the names of the books below:

1.Real Analysis-- SC Malik and Savita Arora

M.D. Raisinghania

Walter and Rudin

2.Vector Analysis - Schaum's Series

- S. Chand

3.Theory of Equation - Lalji prasad

4. Group Theory - Modern algebra by Ak and AR Vasistha

- A course in abstract algebra by Bhambri and Khanna

- Contemporary Abstract algebra by Joseph A. Gallian

5. Differential Calculus - Laljee Prasad

6.Trigonomtery - Laljee Prasad

7.Two Dimensions - Das Gupta

8. Three dimensions - Das Gupta

9.Differential Equation - Schaum's series

- S. Chand

I hope this helps.

Good Luck.

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93 Views

Bsc mathamatics honours syllabus for all semester of ganesh lal agrawal college.

dhanshree1501 3rd Feb, 2022

Bachelor of Science (B.Sc) Honours in Mathematics is a full-time three-year undergraduate degree course offered by the Nilamber Pitamber University, Medininagar.  The syllabus is as follows:

Sem-I

Calculus,Co-ordinate Geometry,Algebra-I

Sem-II

Mechanics-I

Differential equations-I,Algebra-II

Sem-III

Mechanics-II,Differential equations-II,Analysis-I

Sem-IV

Vector analysis,Differential equations-III,Analysis-II

Sem-V

Numerical methods,Numerical method practical using C,Algebra-III,Analysis-III

Sem-VI

Probability theory,Linear programming & optimisation,Algebra-IV,Analysis-IV

I hope this helps.

Good Luck

1539 Views

can i get admission to msc (computer science) after bsc ( mathamatics) ???

Divyanshi8873 14th Jan, 2022

Hello there,

Hope you are doing good

I don't think you can do MSc in Computer science  with just  a BSc in Mathematics or Physics .In Order to do MSc in computer science there are few courses you have to taken at undergraduate level.

Data structure and Algorithms , Optimization and Logic and theory of Computation .Calculus Linear Algebra and Probability.

If you have studied Physics , Mathematics and Computer then at some extent you are Eligible for this course.

Minimum Eligibility for this course

The candidate must have pursued a Bachelor's degree in relevant specialization with 50-60% minimum aggregate.

For more Information about MSc computer science you can go through the link https://dqxeclau.top/courses/msc-in-computer-science

Thank you !

299 Views

what are the must do problems from problem plus in iit mathematic by a das gupta ?

Jatin panchal 25th Dec, 2021

Hey

Problems Plus in IIT Mathematics contains a large number of problems which test the student's ability to apply fundamental concepts in new situations. This is type of problems asked at the JEE (IIT). The purpose of this book is to show students how to handle such problems and give them sufficient practice in solving problems of this type, thus building their confidence. JEETNA KRO UTNA KAM HAI.

THIS LINK WILL BE HELP YOU. https://learn.careers360.com/engineering/jee-main-preparation-material/

Good Luck


298 Views

i have bsc Degree in Physics and Mathamatics is one of the subject in First sem (First Year) . am i eligible for AAI ATC Post ?

Sharon Rose Student Expert 4th Aug, 2021

Hello,

The eligibility criteria to be eligible to apply for Airport Authority of India ATC is that a candidate must have passed 3 year Bachelor’s Degree in Science (B. Sc) with Physics and Mathematics or Bachelor’s Degree in Engineering in any discipline with Physics and Mathematics as one of the subjects in any one of the semester curriculum. You are eligible to apply for AAI ATC.

58 Views

sir i have studied physics chemistry mathamatics in class 12 and later i have done bio as single subject both i have done form ap state board now i got 2 certificates pcm separate bio separate im confused that which roll num should i use while applying neet plz find me way si

ADITYA KUMAR Student Expert 2nd Aug, 2021
Hi

Your are eligible for neet examination with Biology as an additional /optional subject .

This is because,

The eligibility of students with Biology as an additional  subject is in the supreme court but until it gives its judgement students, these students are eligible for neet provided
They must have got at least 50  % in aggregate of PCB  i.e Physics, Chemistry and Biology /biotechnology in 12th examination if belongs to general category , or  at least 40% in aggregate of PCB if belongs to Obc/ Sc /stcategory. They should have also passed in English in 12th and to be eligible for neet 2021 one has to be at least 17 years old or more by 31st December 2021


For detailed information about neet examination go through our page for which link is provided below; -

https://medicine.careers360.com/articles/neet-eligibility-criteria



Coming to your doubt of roll number, ,
You need to fill your class 12th board examination roll number and not the roll number which you have on your single subject Biology passing certificate.

Your neet 2021 application form is available at its official website i. e ntaneet.nic.in to be filled from 13 July 2021 to 06 August 2021(upto 11:50 PM)

To help you further, here's how you can fill neet application form

To fill the application form you need to go through 5 steps i. e

*neet registration :- first of all visit the official website of neet i. e ntaneet to generate your login credentials,

*then fill the form i. e you need to fill your personal academic and contact details

*and after that you need to go for uploading your documents,

*then pay the application fee

  • General :- 1500/-

  • General-EWS/ OBC-NCL :- 1400

  • SC/ST/PwBD/Third Gender :- 800

  • Foreign candidate :- 7500

*And finally you should take the printout of confirmation page.

For detailed step by step procedure to fill neet application form, follow the below steps

https://medicine.careers360.com/articles/how-fill-neet-application-form

Thank you


38 Views

6+6 what is the answer of this question

Rishika Dutta 4th Jul, 2021

Hello Student,

It's basic mathematics, I wonder why you aren't able to do this.

6+6 = 12

Addition has been done here.

You may ask some genuine questions related to Competitive examinations, colleges, admissions, about universities, fee structures, courses that are being provided etc.


332 Views

If cosec theta + cot theta = K, then prove that cos theta = K^2 -1/K^2 +1

Parmeshwar Suhag 3rd Jan, 2021

Hi,

Let me take the angle Thita as 'x'. So, given is that

Cosec x + Cot x = k,

To prove that : Cos x = k^2 - 1/k^2 +1

So take the given equation we have,.

1/sinx + cosx/sinx = k,

1+cosx/sinx = k, Now we use the formula that 1+cosx = 2cos^2(x/2) and sinx = 2sin(x/2).cos(x/2)

Hence k = cot(x/2)

put value of k in the proving equation,

(k^2 -1)/ (k^2 + 1) = cot^2(x/2)  - 1 / cot^2(x/2)

this gives , = cosec^2(x -2) / cosec^2 (x/2)

when you change it in terms of sinx and use the formula of cos2x = cos^2x - sin^2x , you will get the answer cosx.

Hope it helps.

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