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lucius   VIP
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Quoting Otto Meyerhof:
That's not how amazing I exactly imagined you guys to be honestly.

lol most of us talk like 6 or 7 year olds but are really really smart lol
PikaDrew   VIP
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Quoting lucius:
lol most of us talk like 6 or 7 year olds but are really really smart lol

6 7 mentioned?
alestor   VIP
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Quoting PikaDrew:
So now your working as an engineer?

I work for a real estate company and design & maintain their electric infrastructure
I worked a couple of years straight out of high school, around 6-7 I think, before I discovered my interests and went back to studying
alestor   VIP
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Quoting rajesh2212:
Electronics and Communication engineering


Awesome dude! Good luck with the exams and job hunting
Have you done any internships yet?
rajesh2212   VIP
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Quoting alestor:
Awesome dude! Good luck with the exams and job hunting
Have you done any internships yet?

Not yet just preparing for certifications in cybersec
Otto Meyerhof   VIP
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Quoting lucius:
lol most of us talk like 6 or 7 year olds but are really really smart lol

Yea, ya'll are much older and wiser than I thought...
lucius   VIP
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Quoting Otto Meyerhof:
Yea, ya'll are much older and wiser than I thought...


not me lol i have like ligma ads or like 6-7 diddy rizz like Mrbird
PikaDrew   VIP
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Quoting alestor:
I work for a real estate company and design & maintain their electric infrastructure
I worked a couple of years straight out of high school, around 6-7 I think, before I discovered my interests and went back to studying

you worked 6 years after high school and then went back to studying? so you are like 30+ yrs?
rajesh2212   VIP
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Quoting PikaDrew:
you worked 6 years after high school and then went back to studying? so you are like 30+ yrs?

omg
lucius   VIP
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As so btw "Differential equations 1 2 3" likely refers to different levels of a differential equations course. 1st-order differential equations are solved using methods like separation of variables or integrating factors. 2nd-order equations often involve characteristic equations and solving for roots to find solutions, as seen in the form \(ay^{\prime \prime }+by^{\prime }+cy=0\). While there isn't a standard "3" for a basic level, it could refer to systems of equations or a third-order equation, though these are typically introduced in more advanced courses. 
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