Student Tutorial: Scale Drawings and Scale Models

Instructions:

Learn about scale drawings and scale models. Watch the video and study the examples.

Click the arrows on the bottom to get started

Math Clip Art: Student Tutorial Title Page

Math Clip Art--Ratios, Proportions, Percents--Scale Drawings and Scale Models, Image 1

Math Clip Art--Ratios, Proportions, Percents--Scale Drawings and Scale Models, Image 2

Math Clip Art--Ratios, Proportions, Percents--Scale Drawings and Scale Models, Image 3

Math Clip Art--Ratios, Proportions, Percents--Scale Drawings and Scale Models, Image 4

Math Clip Art--Ratios, Proportions, Percents--Scale Drawings and Scale Models, Image 5

Math Clip Art--Ratios, Proportions, Percents--Scale Drawings and Scale Models, Image 6

Math Clip Art--Geometry Concepts--Scale Drawing, Image 1

Math Clip Art--Geometry Concepts--Scale Drawing, Image 2

Math Clip Art--Geometry Concepts--Scale Drawing, Image 3

Math Clip Art--Geometry Concepts--Scale Drawing, Image 4

Math Clip Art--Geometry Concepts--Scale Drawing, Image 5

Solving Proportions: Example 25. Given two similar rectangles, solving a proportion to find the length of an unknown side, when all side lengths are expressed as numbers.

Solving Proportions: Example 26. Given two similar rectangles, solving a proportion to find the length of an unknown side, when all side lengths are expressed as numbers and variables.

Solving Proportions: Example 27. Given two similar paralleograms, solving a proportion to find the length of an unknown side, when all side lengths are expressed as numbers.

Solving Proportions: Example 28. Given two similar paralleograms, solving a proportion to find the length of an unknown side, when all side lengths are expressed as numbers and variables.

Solving Proportions: Example 29. Given the measures of the side lengths of two triangles, determine if they are similar, when they are similar.

Solving Proportions: Example 30. Given the measures of the side lengths of two triangles, determine if they are similar, when they are not similar.