8 results
Free high school calculus independent work packets
Circuit Training -- First Half of Calculus REVIEW
I wrote this circuit for high school calculus students (and their teachers). It is intended to review limits and continuity, basic derivatives and differentiability, derivatives of composite functions, and contextual applications of the derivative such as related rates and tangent line approximations. There are 32 questions. Directions: Begin in cell #1. Do the work necessary to solve the problem. Search for your answer. Call the cell #2 and proceed in this manner until you complete the circu
Subjects:
Grades:
10th - 12th, Higher Education
Finding Limits Using Algebra (Strategy 1: Factorization) Worksheet
14 problems for finding limits of rational functions by factorization with corresponding answers. Includes one fully solved example. Useful practice for mastering this strategy for finding limits.
Subjects:
Grades:
11th - 12th
AP Precalculus Student Notes and Resources
AP Pre-Calc Resources
Subjects:
Grades:
10th - 12th, Not Grade Specific
Learning Limits - 1: What is a Limit?
What is the simplest way to explain basic limits to your students? Explore limits verbally and graphically in this first lesson of my limit series. This student friendly program breaks up Calculus into small bites that students can easily digest. Through reading and guided practice, students will gain the knowledge to complete the activity sheet at the end of the lesson. Comic figures emphasize points about limits throughout the lesson to keep students interested and motivated. Both print and
Subjects:
Grades:
10th - 12th
Also included in:Â Limit Lessons
Graphical Models of Motion with Constant Acceleration Solutions
A scanned copy of the solutions for the "Graphical Models of Motion with Acceleration" packet. You can use it or make your own version from my work. Some answers will vary. The graphs on the answer key always assume an initial velocity of 0m/s or an initial position of 0m when building graphs upward. In fact, there are an infinite amount of correct answers when different initial values are chosen. I deliberately left any reference to this off of the instructions because I enjoy the rich disc
Subjects:
Grades:
9th - 12th
NGSS:
HS-PS2-1
Interactively Explore the Maclaurin Expansion of sin(x)
Use the Math Dynamics Function Pallet to interactively explore the Maclaurin Expansion Series to calculate the sin for any angle. The only other way to find the sin of an angle is to physically measure it or look it up in a table of previous calculated values, like a Slide Ruler.Includes a Slide Show to explain the technique to do just this.
Subjects:
Grades:
12th, Higher Education, Adult Education
A Treatise on Trigonometry
Trigonometry is based on the fundamental principle of ONE length. The length in this context is immaterial because with Trigonometry we only need be concerned about ONE. For example if you draw a circle it is ONE circle no matter how big or small. Because it is a circle it has only ONE center with a constant distance to the edge of the circle. This constant distance is ONE and is called the Radius.
Subjects:
Grades:
12th, Higher Education, Adult Education
Review of Precalc and AB Calc for BC Calc students
Some schools allow students to take AB Calculus one year and BC Calculus the next year. Such schools are rare and so this review is in low demand. There's no point in my putting a price tag on it. It is designed to review the most important topics from Precalc that are actually used in calculus and then immediately follow them with an application learned in AB Calc. All questions are intended to be very simple; this a warm-up for their brains to begin the school year ready to learn.
Subjects:
Grades:
12th
Types:
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