B.C.A.
Hello,
Yes, it is possible to pursue a Bachelor of Computer Applications (BCA) course without having studied Mathematics in your previous academic qualifications. While Mathematics is often considered beneficial for a BCA course and may be a prerequisite for admission in some institutions, there are colleges and universities that offer
Hello aspirant,
Yes, you can still pursue a BCA even if you did not study mathematics in your 10+2 coursework. This is because a mathematics background is not required to pursue a BCA.
The BCA's basic eligibility requirements state that:
******* Candidates must have earned a recognised board's 10+2 diploma
Hello Ragu
You will get a bca seat if you will fulfill the eligibility criteria for the course.
You have mentioned that you have completed diploma course , you have not mentioned your diploma score .
Eligibility criteria for getting bachelor's of computer application seat is to have passed diploma
Question : Case Study 69: Citywide Services
Accountability refers to:
Option 1: A lack of responsibility
Option 2: Being answerable for outcomes and results
Option 3: Enhanced centralization
Option 4: Employee empowerment
Correct Answer: Being answerable for outcomes and results
Solution : The correct answer is (b) Being answerable for outcomes and results
Accountability involves being responsible and answerable for the outcomes, results, or consequences of actions and decisions. It implies that individuals or entities are obligated to explain and justify their
Some top colleges in Ahmedabad for BCA (Bachelor of Computer Applications) field are:
Gujarat University
Nirma University
Ahmedabad University
GLS University
L.J. Institute of Management Studies
These are well-regarded institutions offering BCA programs in Ahmedabad
Hope this helps you,
Thank you
Question : Two pipes can independently fill a bucket in 20 minutes and 25 minutes. Both are opened together for 5 minutes after which the second pipe is turned off. What is the time taken by the first pipe alone to fill the remaining portion of the bucket?
Option 1: 11 minutes
Option 2: 16 minutes
Option 3: 20 minutes
Option 4: 15 minutes
Correct Answer: 11 minutes
Solution : 1 minute work of first pipe = $\frac{1}{20}$ 1 minute work of second pipe = $\frac{1}{25}$ After 5 minutes of operation, the fraction of the work completed = ($\frac{1}{20}$ + $\frac{1}{25}$) × 5 = $\frac{9}{100}$ × 5 = $\frac{9}{20}$ Remaining part $=(1-\frac{9}{20})=\frac{11}{20}$ The remaining
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