A worksheet for students and young kids learning about the metric system in their math education. Students are prompt to write out the number multiplier for each metric scale. An answer sheet is provided for teachers and instructors for grading papers. The word file format allows students or instructors to edit or add content to better tailor the worksheet to the school’s curriculum. It is perfect as an in-class worksheet or homework.

Quiz sheets for a multiplication time challenge for young students. Students and teachers must fill in the blank spaces with the correct number. The activity could also be timed as part of a mathematics learning activity. It could also be used in math game to challenge students. A sheet with no numbers is also provided for teachers to write their own multiplication quiz with their own numbers.

A simple worksheet that challenges students to draw a line that connects the shapes to their correct name. It is perfect as in-class assignments or homework.

These class notes cover the differentiation rules and theories with natural logarithms. This includes a list of derivatives of natural logarithms, and the Logarithmic Technique for use on non-logarithmic problems. Example problems are provided for better explanation of the concepts and theories.

This set of class notes cover the absolute and local maximums and minimums of functions. It first starts with an explanation between local and absolute. It also covers the definition of the extreme value theorem. A step-by-step guide list is provided to how to approach finding the maximums and minimums. A trigonometry example problem is provided with a step-by-step answer of finding the minimum and maximums.

This set of class notes explains the concavity of graphs and its relation to the second derivative. With the concavity of graphs, the notes touch upon the concept of the point of inflection. It also explains to use the second derivative of any function to find certain information about the function.

Class notes that explains Rolle’s Theorem and the Mean Value Theorem. The explanation uses the secant line on graphs. An example problem is provided to help with the explanation.

Handwritten class notes that cover implicit differentiation. A guideline is also provide to approach how to implicitly differentiate a function along with an example problem for better reference. The equations or function are limited to only two terms; x and y.

Handwritten class notes that cover the product rule and quotient rule for differentiation. The product also includes a formula for doing problems with more than two functions. Example problems also include functions with trigonometric operations.

Class notes that cover the different methods for evaluating the Limit of different functions. One of the methods include direct substitution method. a small section is also dedicated to limits in trigonometric functions. A list of limit math operations is also provided( sum, difference, product, quotient and power rule for limit evaluation).

Class notes that cover differentiation rules, and the rate of change of functions and graphs. It covers common rules for derivatives and differentiations for all functions and trigonometric functions. This is followed by the rate of change that includes the instantaneous and average rate of change.

Class notes that cover derivatives, the first principle of calculus and continuity theorem for calculus. It first introduces the concept of differentiation using derivatives and the first principle. The equation used for the first principle is provided along with some sample problems. Trigonometric function derivative list is also provided.

Class notes that introduce the concept of limits on equations and the squeeze theorem regarding limits on curves of graphs. Different sets of equations are provided to display how limits work and a formal definition of a limit in mathematic sense. An overview about squeeze theorem is also provided with a graphical display of how the theory is at work. A brief list of special trigonometric limits is provided with an example problem to see how the list is used.

Class notes that cover the unit circle and now it is related to trigonometry. It starts first with a brief introduction to what is a unit circle. Then, it uses trigonometry to explain who the unit circle could used and some example problems are provided to show its usages.

Class notes that covers the Right Triangle Trigonometry that includes the the Pythagorean theorem and its relationship trigonometry functions. The trigonometry functions these notes cover includes, sine, cosine and tangent. Example problems are also provided along with step-by-step solutions for each problem.