Stef

The SmartBoard lesson teaches about lines, angles, and shapes. It teachers polygons and types of polygons. It also includes quadrilaterals and types of quadrilaterals. This includes a frayer model of definitions, characteristics, examples and non-examples. It also teaches concepts such as similar, congruent, and symmetry.

Looking to have students investigate ways to find the area of rectangles, parallelograms, and triangles? This SmartBoard file assists students in discovering the formulas for the area of rectangles, the area of parallelograms, and the area of triangles. Keywords: Perimeter of rectangles, geometry, interactive, inquiry method,

Use inquiry-based teaching to lead students to discover y = mx + b. Through observations, students will learn that linear expressions expressed as y=mx+b may be graphed using m as slope and b as the y-intercept.

Use a mnemonic device to convert between metric units. Teach the metric system by comparing the metric system to a base-ten number system.

Use inquiry-based teaching to lead students to discover y = mx + b. Through observations, students will learn that linear expressions expressed as y=mx+b may be graphed using m as slope and b as the y-intercept. Provide students with practice as they use these worksheets for discovery and practice. Please buy the SmartBoard file to guide students through these worksheets.

Determine if students truly understand the rules for adding, subtracting, multiplying, and dividing decimals. Students determine if statements such as "Always line up decimal points in the problem using place value" apply to each operation. Decimal, Decimal Operations, Semantic Organizer

Have students reflect on the definition of quadrilaterals through this semantic organizer. First, students look at what the characteristics of each type of quadrilaterals are. Then students reflect is a square a rhombus or a rhombus a square. What truly makes up the definitions of these quadrilaterals?

Encourage a flexible thinking by having students find equivalent ratios in 3 different ways. This includes 2 tasks. 1 task is differentiated for 3 different levels.

Encourage flexible thinking by having students write a ratio from a scenario 3 ways.