"Calculus books were made to beat you up."

@mlhuff12 (797)
United States
January 13, 2010 8:14am CST
This is what my teacher told our class on our first day of class. Before I was worried about this class. Now even more so. Anybody ever taken Calculus and have done well in it? For a normal straight A math student, will it be very hard for this person? Will I want to run screaming and never look back. Hopefully there is somebody out there who has had a good experience with this certain math.
1 person likes this
2 responses
• United States
14 Jan 10
I'm assuming from your post that this is your first Calculus class. If you're adept with mathematics, then you'll blow through the class easily. Learn the concepts, learn how they're interconnected with each other, and it makes a lot of sense. There's a lot more real-world application to Calculus than previous levels of mathematics that you've learned in the classroom.
@mlhuff12 (797)
• United States
14 Jan 10
My previous class had been pre-calc which was a mixture of algebra and trig which was very easy. But yes, this is my first calculus class. I am just afraid because I hear of so many bad things about it. But it is probably from those that do not excel in mathematics. Which I believe I do. I hope that you are right, that I will blow right through it. Because after this class I will have to take Calculus 2.
• United States
15 Jan 10
Cal 1 is basically learning about limits, a concept which leads into derivatives. You'll learn that derivatives are the "inverse" (though technically not, more like doing them backwards) of integrals, and integrals will lead you to the Fundamental Theorem of Calculus, which is the entire point of Calculus 1. Brief overview: Limits: As x approaches a number, then its limit is some y value. Think asymptotes, but this isn't always the case. Derivatives: Rate of change, "slope" if you want to call it, but you'll be learning the rate of change of any polynomial. This heavily relates to physics, since at the very basic level, the rate of change of a position function is velocity, and the rate of change of velocity is acceleration. You'll be learning how this applies to optimizing dimensions and distances to reduce travel time or work. Integrals: Area under a curve. If you've taken Statistics, then this is immediately why the area under a curve matters. The Fundamental Theorem of Calculus: Basically an ingenious way of finding the area under a curve. Your page-and-a-half problems will shrink to a few lines. Calculus 2 is basically using integrals to find volume, and learning more about the applications of sequences and series. Cal 3 deals with parametrics and polars. Anything else I mention to you won't make sense until you've at least taken Cal 1, but this is where things start getting crazy. You're going to have to remember everything, because everything you learn will immediately apply to the next lesson. Good luck, and study well.
@sunnycool (12714)
• India
15 Jan 10
i love to do maths infact i am the topper in my class.i used to be feared of these topics and geometry was the freakiest for me of all---i hate those theorems lol and left them in choice for my final exams in my schooling but the moment i have entered the college i managed to concentrate on it than any other subject and boom here i'm with you--i manage to get cent marks from my college and infact when i get bored i would solve sums with music in the back ground.great day.