University of north florida

Notes on biology being the study of living things. Describes how scientists study living things and the steps to the scientific method. Provides examples and definitions of different types of reasoning and thinking.

Formulas of the area and perimeter of rectangles, triangles, squares, and circles. The properties of addition and multiplication including the commutative property, associative property, identity property, and zero property. Also the linear equations that are slope-intercept form, standard form, and point-slope form.

These notes introduce and cover integration, integration rules, and integration by substitution. There are worked out examples throughout these notes as well.

These notes describe and explain with words what the Rolle's Theorem and the Mean Value Theorem are. There are also a couple examples for each one.

These notes provide additional practice with approximation and continuity. There is also a example graphing question.

These notes go over differentiability and continuity, relative rates and approximation. Each of which has worked out examples.

These notes continue going over optimization, introduce and complete relative rates, and go over piecewise functions. They all include worked out examples.

These notes are focused around taking the derivative of implicit functions, including equations of a circle and other functions. There are also 5 extra examples with answers.

These notes are all about optimization and how derivatives and relative mins and maxs are used in questions about optimization. This is shown through worked out examples. Some examples have little visuals too.

These notes are a review from graphing, and some derivatives. The derivatives that have worked out examples in these notes are natural log and trig examples.