Hello aspirant,

Although you have given the details in the query but what exactly you wanted to ask that you have not mentioned in the query. the student experts are unable to answer you with a proper solution to your query. Please write up some necessary details in the question

You must produce a caste certificate as and when asked for it. It can be used for reservation in educational institutes, jobs, etc. The problem is that when you apply for a central government job, you have to produce your OBC caste certificate which has been issued by the state

Hello there,

Let we take angle Thita as 'x' . We have to prove that Sinx - Cosx +1 / Sinx + Cosx - 1 = 1/ Secx - Tanx

So now we will take the LHS of the question.

Now multiply the numerator and denominator by Sinx + Cosx

Hello aspirant!

Your query does not make sense to me. Please add more information to the query so that we can help you with your queries.

Hi Candidate,

The time needed to throw the stone upwards and downwards in the entire journey is equal to 9 seconds. For upwards, V1 =u+10(t1), So V1= 10t1, and for Downwards journey- V2= V1 +10t2.

Now if we put the value of V1 with V2 we get- V2= u+10t1+10t2, where

Hello,

I am sorry to inform you but there are no private colleges in Panchkula. There is only one GOVENMENT POST GRADUATION COLLEGE in Panchkula.

However there are various private colleges offering the same course throughout Haryana. I would list them for your help:

1. Dyal Singh College, Karnal
2. K.L. Mehta

Greetings,

I would say you can prioritize these engineering streams in two categories one is scope of the stream and other is based on your interest level.

the future in CSE will be in these technologies,

AI and Machine Learning

Cyber security

Data science

Blockchain

cloud computing

if you are

Hey

According to the question,

Initial velocity = 18kmh-¹ = 5ms-¹
Final velocity = 0ms-¹
time = 5sec

a = 0-5/5
a = -1ms-²

Here, -ve sign shows retardation

2as = v²-u²
2×(-1)s = 0²-5²
-2s = -25
s = 12.5m

Hope you understood and got your solution to the

Hii

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