Comparing Quantities with Percent Video Lesson 4: Percent Increase and Decrease Video Lesson 5: Markup and Markdown Problems Video Lesson 8: Percent Error Problems Video Lesson 9: Simple Interest Video Lesson Changing Scales Video Lesson Module D Overview Lesson Population Problems Video Lesson Mixture Problems Video Lesson End-Module Assessment Topics A through D assessment 1 day, return 1 day, remediation or further applications 2 days.
Chance Experiments Video Lesson 2: Calculating Probabilities of Compound Events Video. Module B Overview Lesson 8: Using Probability to Make Decisions. Selecting a Sample Lesson Random Sampling Lesson Sampling Variability Video Lesson Estimating a Population Proportion Video. Why Worry About Sampling Variability?
Video Lesson 22 , Lesson Unknown Angles Lesson 1: Constructing Triangles Lesson 5: Identical Triangles Video Lesson 6: Drawing Geometric Shapes Video Lesson 7: Drawing Parallelograms Video Lesson 8: Drawing Triangles Video Lesson 9: Slicing Solids Lesson Slicing on an Angle Video Lesson Understanding Three-Dimensional Figures Video. Problems involving Area and Surface Area Lesson Mathematical Area Problems Video Lesson Surface Area Video Video.
Problems involving Volume Lesson Surface Area of Composite Figures. Solving One-Step Linear Inequalities. Holt McDougal Algebra 2: High School Algebra II: SAT Mathematics Level 2: Practice and Study Guide. McDougal Littell Algebra 2: How does a carpenter know the correct length of a room on a blueprint? Importance of Scale Factor and Knowledge Have you ever wondered how machinists, carpenters and other skilled tradespeople can create full-scale objects from tiny blueprints?
The blue and red figures are similar. It is important to notice two things about the scale factor: The scale factor from the first figure to the second is always the reciprocal of the scale factor from the second figure to the first. Using the Scale Factor If two figures are similar, then you can relate different characteristics of the figure by using the scale factor. These two similar squares have a scale factor of 1: We can see that this result matches the picture.
The volume of the second cube is therefore cubic inches. Checking our work, we can see that: Example Problems from Math Class You can show that two figures are similar by finding the scale factor for each pair of corresponding sides.
The figures on the left are similar, but the figures on the right are not similar. Try it risk-free No obligation, cancel anytime. Want to learn more? Select a subject to preview related courses: Starting with the diagonal side of each figure, we have: In the second pair of figures, we obtain the following ratios, going from red to black: Therefore, the figures are not similar.
The scale factor from green to black is 1: Blueprint Reading The scale factor is critically important on a blueprint. Model Figures Model building is a popular hobby. Lesson Summary A scale factor is used in many applications that involve similar figures, including blueprints and models. Learning Outcomes When you are finished, you should be able to: Explain what a scale factor is Find a scale factor between two similar figures List some of the uses for scale factors in real life.
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Dec 30, · Hi, Can anyone help me with drawing a scale plan? I basically have a free hand sketch of a room, (crime scene) and measured dimensions in cm on it.
Sep 11, · Synonym of assignment important issue.. scale drawing homework help. by research paper rise of techno ecology apa cover page for a research paper python tuple assignment as dictionary key value help with physics homework computer science limitations of study in research proposal quantitative creative writing services . Get an answer for 'The scale of a drawing is cm represents m. The following scale drawing measurements are given, calculate their actual measuements: 1) cm 2) cm' and find homework.
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