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Where did u saw sub category. In the category section there no such options

@@DrNBsir after selecting caste and writing the certificate number and certificate issue date and then clicking on save there show sub category cannot be blank

Sir give your email ID I can send the screenshot

As mentioned in the video we make a bijection from S^1\{(0,1)) to the real number so the question of forming image of (0,1) doesn't arise

Please express the question clearly

@@DrNBsir is it the same for continuous Differentiability over an interval? Is there a way to describe BOTH using some equation? (I am a curious self learner).

Keep watching

Thank you sir for the suggestion. I will follow this from the next lecture

Sir dekha jar na

It's probably in the definition of signum function

@@DrNBsir hm🤔

Then the second derivative is continuous.

@@DrNBsir oh ...i.e. 1st and 2nd order derivative both are continuous

Yes!... But continuity of 1st derivative is justified by existence of 2nd derivative. And if the 2nd derivative is continuous then we can say the function is C²

@@DrNBsir ok sir got it

Differentiable function is continuous and continuously differentiable is two different thing. A function after differentiation may not be differentiable second time so it is important to know the continuity so that, we can go for checking differentiability second time

@@DrNBsir Thanks a lot

ruclips.net/video/hr0DIa6Uapg/видео.html check for explanation

uin means uniformly distributed integers. In place of uin if you write unf it will produce uniformly distributed real number.

Y = grand(m, n, "nor", Av, Sd) will generate a matrix of order m×n in normal distribution, with mean Av=1 and standard deviation Sd=√1, Variance =1. And I didn't get your 2nd question

@@DrNBsir second part of the questions asks for to find the sum of first 10 numbers generated. how will do that?

The most easy way to add the 10 random number is for i=1:10 R=R+grand(1,1,"nor",1,1); end

Thank you for the feedback... I am currently working on my setup.

Mod n is the symbol used to represent the Congruence modulo n.... Which is described in the video

Tell me the exact question it will be easy for me to answer

Hahaha ok...if you have any other question please post

Tnx sir

There is no direct command for random integers in SCiLab 6.0.2

@@DrNBsir well there is try this i just found out Y = grand(1,"uin", 1,100)

Thanku dear... I have tried this and it really works....I will upload a video on this....

@@well....7751 thank you so much lad!!

I am busy with some work so it will be late... Till than continue with the video and write the note from their

Okk sir.. Done ☺

Soon...

Ok sir

Definitely

Thanku bro... waiting to see you in this platform