P L

Many students find it difficult to identify the Hypotenuse, and Adjacent and Opposite sides when learning Right Triangle Trigonometry. This worksheet shows an easy 5 step method to help those students who are struggling with the concept. The worksheet starts with some introductory notes, then there are two worked out examples, two triangles for guided examples, and independent practice.

This PowerPoint is a scaffolded lesson to teach rounding. There are several sections: Place ValueApproximating Two Digit NumbersRounding: Part 1 (No Tricks)Rounding: Part 2 (The 5 Question)Rounding: Part 3 (The 9 Problem)Rounding: Part 4 (Decimal Point int he Middle? Number Already Has a Zero? No Problem!)Each section contains An explanation in the form of a slide with animations (no audio).A copy of the animated slide, suitable for printing.A worksheet (with key)A quick quiz (with key)After t

This Power Point shows two ways of visualizing the triangle sum theorem, through animations. At the end it has a summary slide, stating the triangle sum theorem.

This is a very step by step worksheet, geared towards students who have difficulty using the slope formula. It starts with a quick review of fractions concepts. It then has 3 parts necessary to calculate the slope: labeling one point (x, y), labeling two points (x1, y1), and using the formula. Each of the three parts has notes/explanation, a worked out example, a guided example, and independent practice.

Introduction to exponents. Includes: vocabulary (power, base, exponent), "in words" (how to read the power), exponential and standard notation and special cases (exponent of 0 and 1). Each topic has a brief introduction/example and some practice problems.

This PowerPoint shows how the independent variable is replaced in five different functions. Each slide has one function with several different values. Each value is animated so that the value in the parentheses "moves" to the x values in the function. This helps students visualize how the values are substituted when using function notation. The functions range from a very easy linear equation to a quadratic equation. The replacement values include positive and negative integers, zero, and othe

This is a document that contains mini lessons about scientific notation. It has the following sections: What is Scientific Notation?Scientific Notation to Standard FormStandard Form to Scientific NotationScientific Notation and CalculatorsEach section has an explanation, examples, practice, and a quick quiz. There is a bigger quiz at the end. There are keys for each practice and quiz.

This worksheet uses examples and non-examples to discover the meaning of like terms, and how to combine like terms. Examples, non-examples, and practice exercises are included.

This is a visual organizer for surface are and volume of prisms, pyramids, cones, cylinders, and spheres. Teachers can add their own pictures or word problems (and add more rows if necessary), and students can use the organizers to calculate surface area and volume.

These are pages that summarize and give examples of how to write equations in slope-intercept form given: the slope and y-intercept, a point and the slope, two points, and a graph. The pages are designed so that they can be folded as a booklet.

This file contains two flowcharts (one empty, one filled) that outline the process for writing equations in slope intercept form given: slope and y-intercept, slope and one point, two points, or a graph.

This is a quick reference guide about different types of angles made by parallel lines and a transversal.