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Hello priyanka,
Yes, you're eligible for NEST 2020 but not for 2021. If you are belongs to sc/st category then you get relaxation of 5 years. According to the age eligibility criteria for NEST 2020, A candidate must be born on or after 1 August 2001.
For further details about
Hello,
Given Below is the list of some of the best pharm.d course colleges in India and their total course fees for pharm.d course :
1. Government College of Pharmacy, Amravati
Total Fees - INR 2.4 Lakhs
2. Government College of Pharmacy, Aurangabad
3.
With the percentile of 63.8282 from obc category it is a bit difficult to get into NIT. You might get an NIT with low ranking and not your required department that too if the competition is less .You worked hard to score this percentile but you need to do more
yes of course you can write the exam in april.the NTA gives you a oppurtunity to improve your score.this is the reason it is conducted twice and the best will be taken.so there is no such problem.so the registration portal will be open from 7th february to 7th march.the exam
Hello
As per the official, It will be mandatory for candidate to furnish, at the time of admission in the concerned Colleges a bond, on Rs. 100/- stamp paper. The undertaking/bond is to ensure that in case the student leaves the seat after the 2nd/final counseling, or at any time
Hey aspirant
NTA has not yet released a date to upload ews certificate .Last year Nta issued a circular stating ews certificate had to be uploaded between march 11 and march 15. So you have to wait for the official notification from nta.
Hi dear,
You have got 63.8282 percentile in JEE main that means your rank should be around 314336. You can also calculate your rank as
Rank=(100-your percentile)×869010÷100
With this rank you have no chance to get any NIT. You should reappear in april month exam and perform better. You can
For an RC circuit, impedance Z is given by:
Z = 1/wC, where w is omega and C is capacitance
Now w = 2πf, where f is frequency
So Z = 1/2πfC
This means that impedance Z is inversely proportional to frequency f.
So Z1/Z2 = f2/f1
Since f1 =
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