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HOW BECOME A CALC 1 MASTER IS SET UP TO MAKE COMPLICATED MATH EASY
This 325lesson course includes video and text explanations of everything in calculus 1, and it includes more than 60 quizzes (with solutions!) to help you test your understanding along the way. Become a Calculus 1 Master is organized into four sections:
These are the four chapters at the beginning of every calculus 1 class.
And here’s what you get inside of every lesson:
Videos: Watch over my shoulder as I solve problems for every single math issue you’ll encounter in class. We start from the beginning... I explain the problem setup and why I set it up that way, the steps I take and why I take them, how to work through the yucky, fuzzy middle parts, and how to simplify the answer when you get it.
Notes: The notes section of each lesson is where you find the most important things to remember. It’s like Cliff Notes for books, but for math. Everything you need to know to pass your class and nothing you don’t.
Quizzes: When you think you’ve got a good grasp on a topic within a course, you can test your knowledge by taking one of our quizzes. If you pass, wonderful. If not, you can review the videos and notes again or ask me for help in the Q&A section.
HERE'S WHAT SOME STUDENTS OF CALCULUS 1 MASTER HAVE TOLD ME:
“This course is absolutely amazing, I use both this course and the calc 2 course to be able to keep up with accelerated, without this i would be screwed. She's very easy to understand.”  Dean V.
“I'm really enjoying how the course has been simplified and made easy to understand. The quizzes after every section helped solidify the concepts. Everything is explained in detail and with great simplicity. I really like the way Krista teaches, It's quite clear, straightforward and easy to understand. It's comprehensive interactive course and totally worth the time and money! I bought all calculus volumes.”  Ghaith A.
“Very wellmade. Instructor explained everything clearly; found no difficulties understanding topics of study through instructor's teaching methods. Done very well, overall! Glad to have invested in this course!”  Anish S.
“AWESOME TUTORIALS! GREAT COURSE! DEFINITELY RECOMMENDED!”  Bonnie H.
“There is very clear instructions. I'm learning this before actually taking calculus in college so I can have a deeper understanding of math (I'm a math major). She explains everything very thoroughly and works through every problem as if you're a beginner. I will say that I am terrible at receiving audible information but brilliant with someone showing me how to do something on a board and she makes it very clear at understanding everything. I am very pleased to have this much course coverage. I feel like I have my own personal tutor without the expense. Btw if you like math, trigonometric identities are fun!”  Christian R.
“I am very satisfied with this course. It is very clear, delivers all the interesting topics I like that I am taken from knowing little to actually knowing the calculus including the applied mathematics too. This is only Calculus I but it gives me not only sense of accomplishment and understanding but also the foundation for the future courses.”  Robert B.
“I'm self studying mathematics for my electrical engineering degree and this course has been very VERY helpful. I find myself doing these videos before my homework. It makes me want to keep learning. Thank you Krista.”  Lester S.
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Section 1: Calculus 1  Introduction & Resources  

Lecture 1  00:45  
Welcome to Calculus 1! Download the course notes and quizzes for quick reference throughout the course. 

Section 2: Foundations of Calculus  Introduction  
Lecture 2  04:52  
Learn about functions, what they are, what they aren't, and how to test for them. 

Section 3: Foundations of Calculus  Functions  
Lecture 3  00:01  
Course notes for vertical line test. 

Lecture 4  06:10  
Vertical line test calculus video example. 

Quiz 1 
Vertical line test

2 questions  
Lecture 5 
Vertical line test quiz solutions

00:29  
Lecture 6  00:00  
Course notes for domain and range. 

Lecture 7  08:39  
Domain and range calculus video example. 

Lecture 8  04:27  
Domain and range from a graph calculus video example. 

Lecture 9  04:11  
Even, odd, or neither calculus video example. 

Lecture 10  05:10  
Classifying functions calculus video example. 

Lecture 11  00:00  
Course notes for independent and dependent variables. 

Section 4: Foundations of Calculus  Graphing functions  
Lecture 12  06:28  
Equation modeling calculus video example. 

Lecture 13  05:28  
Equation modeling, piecewisedefined function calculus video example. 

Lecture 14  04:07  
Story problems, sketching graphs calculus video example. 

Lecture 15  00:01  
Course notes for linear functions. 

Lecture 16  08:28  
Lines, pointslope form calculus video example. 

Lecture 17  06:28  
Lines, slopeintercept form calculus video example. 

Quiz 2 
Lines

1 question  
Lecture 18 
Lines quiz solutions

00:01  
Lecture 19  07:28  
Lines, least squares lines calculus video example. 

Lecture 20  09:24  
Parabolas, sketching graphs calculus video example. 

Lecture 21  05:47  
Circles, finding center and radius calculus video example. 

Lecture 22  06:55  
Circles, sketching graphs calculus video example. 

Quiz 3 
Circles

1 question  
Lecture 23 
Circles quiz solutions

00:01  
Section 5: Foundations of Calculus  Modifying functions  
Lecture 24  06:08  
Combinations of functions calculus video example. 

Lecture 25  04:26  
Composite functions calculus video example. 

Lecture 26  14:32  
Composite functions, domain calculus video example. 

Quiz 4 
Composite functions

1 question  
Lecture 27 
Composite functions quiz solutions

00:01  
Lecture 28  05:15  
Transformations, algebraically calculus video example. 

Lecture 29  04:29  
Transformations, sketching graphs calculus video example. 

Quiz 5 
Transformations

18 questions  
Lecture 30 
Transformations quiz solutions

00:20  
Section 6: Foundations of Calculus  Inverse functions and logarithms  
Lecture 31  00:00  
Course notes for horizontal line test. 

Lecture 32  04:10  
Horizontal line test calculus video example. 

Lecture 33  06:01  
Inverse functions calculus video example. 

Lecture 34  06:08  
Inverse functions, finding f(x) from points on its inverse calculus video example. 

Lecture 35  04:20  
Laws of logarithms calculus video example. 

Section 7: Foundations of Calculus  Quadratic functions  
Lecture 36  00:00  
Course notes for quadratic functions. 

Lecture 37  04:28  
Quadratic formula calculus video example. 

Quiz 6 
Quadratic formula

1 question  
Lecture 38 
Quadratic formula quiz solutions

00:01  
Lecture 39  00:00  
Course notes for completing the square. 

Lecture 40  05:04  
Completing the square calculus video example. 

Quiz 7 
Completing the square

1 question  
Lecture 41 
Completing the square quiz solutions

00:01  
Section 8: Foundations of Calculus  Rational functions  
Lecture 42  00:01  
Course notes for rational functions. 

Lecture 43  04:53  
Long division of polynomials calculus video example. 

Section 9: Foundations of Calculus  Trigonometry  
Lecture 44  04:56  
Hyperbolic identities calculus video example. 

Lecture 45  18:15  
Unit circle calculus video example. 

Section 10: Limits & Continuity  Introduction  
Lecture 46  07:52  
Learn about limits and continuity, how to use different techniques to the find the limit, and how to categorize different types of continuity. 

Lecture 47  00:00  
Course notes for idea of the limit. 

Quiz 8 
Idea of the limit

1 question  
Lecture 48 
Idea of the limit quiz solutions

00:01  
Section 11: Limits & Continuity  Solving limits  
Lecture 49  00:00  
Course notes for solving with substitution. 

Lecture 50  02:46  
Solving with substitution calculus video example. 

Quiz 9 
Solving with substitution

5 questions  
Lecture 51 
Solving with substitution

00:07  
Lecture 52  00:00  
Course notes for solving with factoring. 

Lecture 53  04:31  
Solving with factoring calculus video example. 

Quiz 10 
Solving with factoring

1 question  
Lecture 54 
Solving with factoring quiz solutions

00:01  
Lecture 55  00:01  
Course notes for solving with conjugate method. 

Lecture 56  06:27  
Solving with conjugate method calculus video example. 

Quiz 11 
Solving with conjugate method

1 question  
Lecture 57 
Solving with conjugate method quiz solutions

00:01  
Lecture 58  09:00  
Limits of combinations calculus video example. 

Lecture 59 
Crazy graphs

07:47  
Section 12: Limits & Continuity  Other kinds of limits  
Lecture 60  00:01  
Course notes for limits at infinity. 

Lecture 61  09:28  
Limits at infinity calculus video example. 

Quiz 12 
Limits at infinity

3 questions  
Lecture 62 
Limits at infinity quiz solutions

00:02  
Lecture 63  00:00  
Course notes for infinite limits. 

Lecture 64  07:07  
Infinite limits calculus video example. 

Quiz 13 
Infinite limits

2 questions  
Lecture 65 
Infinite limits quiz solutions

00:01  
Lecture 66  00:00  
Course notes for trigonometric limits. 

Lecture 67  04:49  
Trigonometric limits calculus video example. 

Quiz 14 
Trigonometric limits

5 questions  
Lecture 68 
Trigonometric limits quiz solutions

00:04  
Section 13: Limits & Continuity  Definition of the limit  
Lecture 69  00:00  
Course notes for onesided limits. 

Lecture 70  09:25  
Onesided limits calculus video example. 

Lecture 71  00:00  
Course notes for proving that the limits does not exist. 

Lecture 72  05:43  
Proving that the limits does not exist calculus video example. 

Quiz 15 
Onesided limits

4 questions 
Math class was always so frustrating.
I’d go to a class, spend hours on homework, and three days later have an “Ahha!” moment about how the problems worked that could have slashed my homework time in half.
I’d think, “WHY didn’t my teacher just tell me this in the first place?!”
So I started tutoring to keep others out of that aggravating, timesucking cycle. Since then, I’ve recorded tons of videos and written out cheatsheet style notes and formula sheets to help every math student—from basic middle school classes to advanced college calculus—figure out what’s going on, understand the important concepts, and pass their classes, once and for all.