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New comment posted

8 years ago

4 Followers 334 Views

S
sandy sandy

Beginner-Level 3

IIM is better than IIT for MBA. Go for IIM.

New answer posted

8 years ago

0 Follower 86 Views

Shiksha Ask & Answer
Sunil SoniManagement & IT Consultant

Scholar-Level 18

Graduate degrees (B.Tech) offered by IITs are of four years duration. M.Tech is of two years duration. Some of IITs also offers 5 years integrated B.Tech-M.Tech programs in few subjects.

New answer posted

8 years ago

0 Follower 48 Views

Shiksha Ask & Answer
Shaurya Singh

Guide-Level 13

No chance as the cutoff for SC category candidates at IIMs and IITs is around 70 percentile in CAT.

New answer posted

8 years ago

0 Follower 97 Views

Shiksha Ask & Answer
Sunil SoniManagement & IT Consultant

Scholar-Level 18

Your chances to make into any IIM are very minimal.

New answer posted

8 years ago

1 Follower 57 Views

Shiksha Ask & Answer
Roopika Merugu

Contributor-Level 7

No, if your percentile is below 75, then you cannot take admission in any IIT.
All the best.

New answer posted

8 years ago

0 Follower 33 Views

Shiksha Ask & Answer
Roopika Merugu

Contributor-Level 7

If you don't get a seat in IIT, then you can apply for other institutes like:
1. NIT.
2. IIIT.
3. SRM.
4. VIT.
5. LPU.
6. BITSAT.
All the best.

New answer posted

8 years ago

0 Follower 134 Views

N
NISHANT SIDANA SIDANA

Contributor-Level 6

You have got a good score with decent academic record and work experience. You stand a good chance to get admission in top 15 colleges.
All the best.

New answer posted

8 years ago

0 Follower 88 Views

S
Shruti Pandya

Contributor-Level 10

Yes, you can take education loan while studying in IITs or IIMs.

New question posted

8 years ago

0 Follower 53 Views

New answer posted

8 years ago

0 Follower 92 Views

Shiksha Ask & Answer
Roopika Merugu

Contributor-Level 7

The answer is 1/3 sq units. Actually, in the given question, we have 2 equations i.e., y=mod x and y greater than or equal to x square. The graphs of both the equations are drawn and next solve the equations.
We get the common meeting points as (0,0) and (1,1). So integrate, the equation (mod x-x square) from 0 to1 and multiply it with 2 because the area we got is only the area that was covered in the 1st quadrant.
By multiplying, we get the area that is covered in the 2nd quadrant too. My suggestion is that when you get the equation with greater than or equal to or less than or equal to, solve the equation consider only one condition t
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