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Symbiosis Entrance Test

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75 Views

can u please set a preparation time table for me .I have classes from 10 am to 1:15 pm and from 1:45 to 3:30 .so that I can get 200+ in this jee

Shrishty sahu 1st Feb, 2021
Dear student,
The timetable can be as follows:
  • If you can wake up early then try to wake up at 7:30am, freshen up and start your studies, you can start by your favorite subject, because you have to make sure that you don't fall asleep again.
  • Then do your breakfast
115 Views

the nta has set the neet exam in may 2021 when the cbse grade 12 exams are scheduled. How will students appear for both? after boards they need dome time for neet

chinchujoseph1993 24th Jan, 2021

Hello,

You can prepare for your exams along with your board preparations. The topics are the same. Start from today, and keep some time apart everyday for it.

Start by understanding the exam pattern, the dates and the syllabus . This helps you to understand which topics you will have

320 Views

Is JEE mains, VITEEE, COMEDK and SRMJEE a good set of entrance exams to apply to?

chandni deb 24th Jan, 2021

Dear Aspirant,

the above exams such as JEE Mains, VITEEE, COMEDK and SRMJEE id most definitely a good set of entrance exams you can apply to as it covers almost all engineering colleges in India with JEE Mains covering for NITs, IIITs, GFTIs and other state colleges, VITEEE covering Vellore

684 Views

a mass of 10 kg is suspended from the free end of spring when set for vertical oscillation the system executes 50 oscillation in 20 seconds calculate the force constant of the spring and angular frequency

A load of 10 kg is suspended from the free end of a string, causing the springs length to extend by (Let x m) from its normal position.


The spring completes 50 oscillations in 20 seconds, resulting in a time period of 0.4 seconds for each oscillation. As a result,

341 Views

suprimum and infrimum set ....examples

Neha Kanwar 19th Jan, 2021

Hello Aarzoo,

A set is bounded if it is bounded both from above and below. The supremum of a set is its least upper bound and the infimum is its greatest upper bound.

The example of supremum set is:-

sup{1,2,3} = 3

The example of infimum set is:-

inf{1,2,3} =

36 Views

Hi there, I want to pursue my career in cyber security, I know the basics one needs to know but I cant find any specific College which is specialized in cybersecurity and IIT colleges seems not to have any courses on it either. I need to find one as it will also help me prepare for exams it needs?

ayanmukherjee045 18th Jan, 2021

Dear aspirant,

According to your question as you want to do specialisation in cyber security,there are very less colleges which offer cyber security . This branch is new and it's mainly in private colleges and it has not been introduced in government colleges.

The few colleges which offer this course

95 Views

Answer key of sanik school paper set A2020

ADITYA KUMAR Student Expert 18th Jan, 2021

Hi

You can download previous year question papers of Sainik School including 2020 papers along with answer key by visiting our page the link for the same is provided below

https://school.careers360.com/articles/sainik-school-answer-key

Go well through these previous year question papers as practising these papers will help you to :-

*understand   the

944 Views

show that the relation R defined in set A = {1,2} as R = {(1,2)} is transitive

Ayush 20th Jan, 2021

Hello candidate,

A transitive relation is is basically taken on a set of 3 numbers at least, issues that if a is related to b and b is related to C, then a has to be related to see in order to be it a transitive relation. But there were

956 Views

if E1 E2 and E3 are equivalence classes with respect to a relation R in set A then elements of which equivalence classes are related to each other

Ayush 20th Jan, 2021

Hello candidate,

Relation is said to be equivalent if it is symmetric, reflexive, and transitive for all elements present within the set solving that certain relation with other elements.

Equivalence class papers two such numbers which follow the equivalence condition. As the numbers are in relation with each other so,

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