Calculus 1: Easier the Second Time Around? Opinions Wanted!

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Many individuals reflect on their experiences with Calculus 1, noting that concepts which once seemed challenging become intuitive over time, especially after advancing to higher-level math. The discussion highlights the transition from needing to write out detailed steps for derivatives and the chain rule to performing these calculations mentally with ease. Participants emphasize that what was once daunting, like the delta-epsilon definition of limits, becomes a practical tool with familiarity. One contributor, who returned to math after a four-year hiatus, expresses confidence in their ability to excel in Calculus 1 now, suggesting that the foundational skills gained make subsequent courses, like Calculus II, feel significantly easier. The overall sentiment is that with practice and exposure, complex mathematical concepts can become manageable and even second nature.
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Taken previously? Right now does a calculus 1 class , seem easy to you, compared to when you first took it? Usually when you take math classes they seems kind of daunting at first and then when you do math beyond that what seemed kind of perplexing at first becomes super easy? Opinions?
 
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Well yea, that kinda goes for most things. For example in Calc 1, the chain rule. I used to have to write out what the inside and out side portions were and their derivatives out to the side. Now I constantly do all that in my head without even thinking about any of that. In fact derivatives as a whole I do in my head where I used to have to write out the steps on paper.
 


I remember when the delta epsilon theory was so mystifying. Now its pretty intuitive and I find the idea a rather practical tool.
 


I took Calculus I after a 4 year absence from ANY math class. IF I could go back now, I would earn an A easily. Calculus II, with all the integral techniques and applications, makes Calculus I look like a joke! BTW, I have a BA in English and am now attempting engineering with the faith that "Hey, anyone can do it!".
 


I used to find basic integrals daunting. Now I can generally do them in my head.
 


I remember a time when I couldn't do integration by parts in my head.
 
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