CertifiedBrownMunda Comments - Answer Overflow

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CertifiedBrownMunda

•Created by Nimboi [ping if answering] on 3/26/2025 in #💭│doubts

Integration

Tum logon ke solutions copy kar lunga evil laugh

65 replies

•Created by Nimboi [ping if answering] on 3/26/2025 in #💭│doubts

Integration

Video idea mil gaya lol

65 replies

•Created by Real potato on 3/3/2025 in #💭│doubts

Maths sqp

Insert Jatt don't care Meme here

9 replies

•Created by burrito on 3/7/2025 in #💭│doubts

guys the o=2 and degree = undefined here right?

:Rick_cool_smug:

69 replies

•Created by burrito on 3/7/2025 in #💭│doubts

guys the o=2 and degree = undefined here right?

Polynomials of the form $ax^2+bx+c$ are quadratic

69 replies

•Created by burrito on 3/7/2025 in #💭│doubts

guys the o=2 and degree = undefined here right?

There's latex here. How do I use it? Let me try

69 replies

•Created by burrito on 3/7/2025 in #💭│doubts

guys the o=2 and degree = undefined here right?

Interesting questions. I have never read anything about it to be honest but if I were to guess, degree is defined for algebraic functions (polynomials) and therefore generalising the same idea in differential means we need to talk about degree for algebraic functions. Here in this question sin x is a transcendental function which cannot be expressed in the form of a polynomial of constant degree (like if you use series expansion then it will be having infinitely many terms which means the degree is infinite or undefined). Another reasoning can be to standardize a definition so that all mathematicians across the globe are on the same page.

69 replies

•Created by hardcoreisdead on 3/4/2025 in #💭│doubts

stats

So you gotta find mean using one of the three known methods:- Direct, Assumed Mean, or Step Deviation

19 replies

•Created by hardcoreisdead on 3/4/2025 in #💭│doubts

stats

It gives an approximation (empirical formula) not an exact answer. Useful to discard wrong options but not good in case of NAT questions

19 replies

•Created by hardcoreisdead on 3/3/2025 in #💭│doubts

complex numbers

Gotta put the values of x and y and simplify. Remember to use the properties of omega while simplifying. Try once again

16 replies

•Created by hardcoreisdead on 3/3/2025 in #💭│doubts

complex numbers

No description

16 replies

•Created by hardcoreisdead on 3/3/2025 in #💭│doubts

complex numbers

I don't know why they don't write it properly. Authors gotta understand that even fourth root and further have imaginary roots yaar.

16 replies

•Created by hardcoreisdead on 3/3/2025 in #💭│doubts

complex numbers

Assuming omega as cube root of unity right?

16 replies

•Created by burrito on 2/28/2025 in #💭│doubts

is the first thing used to find the constant? and the 2nd says put x as 2?

No worries. No doubts are dumb doubts. Just put it in the doubts channel. Someone, if not me, will come to rescue. Happy learning

52 replies

•Created by burrito on 2/28/2025 in #💭│doubts

is the first thing used to find the constant? and the 2nd says put x as 2?

For y=-x, the angle will be 135. Tan135 is negative

52 replies

•Created by burrito on 2/28/2025 in #💭│doubts

is the first thing used to find the constant? and the 2nd says put x as 2?

So the red line will probably make an angle between 0 and 90 with positive x-axis. Slope will be tan of this angle. For y=x the angle should be 45 degrees

52 replies

•Created by burrito on 2/28/2025 in #💭│doubts

is the first thing used to find the constant? and the 2nd says put x as 2?

Are you comfortable with trigonometry @burrito ?

52 replies

•Created by burrito on 2/28/2025 in #💭│doubts

is the first thing used to find the constant? and the 2nd says put x as 2?

not really. It has to do with the slope of the line.

52 replies

•Created by burrito on 2/28/2025 in #💭│doubts

is the first thing used to find the constant? and the 2nd says put x as 2?

Nope. Red one will be y=x (assuming slope is 1) and blue one will be y=-x (assuming slope is -1)

52 replies

•Created by Real potato on 7/16/2024 in #💭│doubts

Maths

If you are enrolled in a good coaching institute, then their modules will give you a good variety of problems, meaning you don't necessarily need to solve other books (those books act like refererence and extra practice). If you are self-studying (without modules) then you absolutely must pick up some books/material and get them done. Good luck PS:- Just a suggestion. There is no one size fits all

26 replies