The Cartoon Guide to Calculus (Cartoon Guide Series)
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The Cartoon Guide to Calculus (Cartoon Guide Series)

4.6/5
Product ID: 3853334
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The Cartoon Guide to Calculus (Cartoon Guide Series)

Reviews

4.6

All from verified purchases

S**Y

Beneficial to learn by sight people and adult back to schoolers

Very well designed. Professor recommended this for Calculus class. Goes over the basics and explains it in a simple way with drawn and explained examples. Also pretty funny, made me chuckle a bit. Thinking about checking out chemistry book.

H**L

Good Item

Interesting book

D**B

Explanations are good. This is for a beginner who knows nothing ...

I bought this for my 9-year-old son, hoping to minimize a fear of math at a young age. He's looking forward to reading it. Cartoons on every page. Explanations are good. This is for a beginner who knows nothing about Calculus, and doesn't know where to start.

R**Y

This book explains Calculus on an easy to understand level

This book explains Calculus on an easy to understand level. It does not have worksheets and exercises, but that is not the point. The point is that anyone can learn about Calculus. If you only learn the mechanics of how to solve the problems, you will end up lost, but this book prevents that.

C**7

Friendly

Larry Gonick's new book on "The" calculus takes a traditionally fearsome subject and renders it friendly, which is no mean feat. This book will get you though the introductory topics (polynomials, limits, functions, etc.) needed to acquire a basic fluency with the methods of differentiation and integration, which together form the foundation of calculus. I also appreciated the guidance on applications in statistics, as well as some idea of what to expect in more advanced topics.I would disagree with the previous reviewer on there not being any problems; they are given in later chapters. In fact, I found an omission in one: Chapter 8, Problem 3, part 2, dealing with methods of approximating the definite integral:"What do you get when you split the difference? [i.e. problems, 1, 2] Find: "1/2 (E_high - E_low)" [graphically]. Do you see how this is the area of the light gray trapezoids?"My answer is "No". However,if the equation were (E_low + (1/2 (E_high - E_low))), my answer would be "Yes". I think the fist term was accidentally omited. But, see? That just goes to show that when you're supported by such a friendly book, you can actually have fun being curious, rather than intimidated.I was a little put off by the flatulent functions (cartoon characters) of the earlier chapters. Kind of gross (but imaginative).

K**R

Fun book

Fun book - some good explanations here

D**S

Great book!

I had this book before but lost it. It is perfect for high school students taking calculus

A**R

Nice and easy to grasp key concepts.

I like these books.

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Sneha T.

Received my product in pristine condition. Great service overall.

1 month ago

Khalid Z.

Great experience from order to delivery. Highly recommended!

1 week ago

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TrustScore 4.5 | 7,300+ reviews

Neha S.

Excellent communication throughout the order process. Product is perfect.

2 weeks ago

Pooja R.

The customer service exceeded my expectations. Perfect for buying products you can't find elsewhere.

1 week ago

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