All resources in Missouri OER PL Academy

About Accessible Formats

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Understanding accessible formats requires some background knowledge of the barriers many learners with disabilities experience when reading or accessing information in print-based and certain digital-based materials. "Text-based" refers to materials with static or fixed text and images, such as textbooks and supplemental text materials. Both print and digital materials can be text-based. For example, an electronic textbook that replicates a standard print textbook is considered a text-based material. Books in standard print are common examples of text-based materials. To successfully use print, learners need functional skills related to sensory, physical, and cognitive abilities. Some learners may have visual disabilities that make it difficult to see the text and images on the page. Other learners may be unable to hold printed materials because of a physical disability. Still others may be unable to read or derive meaning from the printed text because of a learning disability. Certain digital materials also have text and images. Specifically, text-based digital materials are not consistently designed for use with assistive technology (AT). Some learners use AT to read and navigate text and images in digital materials. Screen readers, text to speech, and switches are a few examples of AT devices and software that learners with a wide range of disabilities use. To prevent barriers for learners who use AT, see Vetting for Accessibility. Because of the frequent barriers presented by text-based materials, some learners with disabilities need alternative forms, known as accessible formats. Examples of accessible formats include audio, braille, large print, tactile graphics, and digital text conforming with accessibility standards. The term accessible format is defined in section 121 of the Copyright Act, known as the Chafee Amendment:

Material Type: Primary Source

Author: National Center on Accessible Educational Materials

Using Accessible Formats

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After a decision-making team has selected the accessible format(s) needed and identified where to acquire them, the team considers what types of supports are needed for a learner to use the accessible materials for school, at home, at work, or in the community. In order to be successful with using accessible formats, learners will need a number of supports.

Material Type: Primary Source

Author: CAST

SLIDE Into Accessibility

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Are you new to accessibility? This resource is meant to be your entry point into the creation of accessible content with familiar tools such as Microsoft Office and Google Docs. You will learn about five practices that can have a significant impact on the learner experience for all students, especially those who rely on assistive technology for their access to the curriculum.

Material Type: Reading

Author: Luis Perez

The Right of Students with Disabilities Who Need Accessible Educational Materials to Receive These Materials in a Timely Manner

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The purpose of this brief is to help families and educators understand the right of students with disabilities who need accessible educational materials to receive these materials in a timely manner. This right is based on provisions in the Individuals with Disabilities Education Act (IDEA), as well as in the disability civil rights statutes Section 504 and Title II of the Americans with Disabilities Act (ADA).

Material Type: Primary Source

Author: National Center on Accessible Educational Materials

Math, Grade 7, Proportional Relationships, Formula's Using The Constant Of Proportionality

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Students look at the relationship between the number of flags manufactured and the stars on the flag and determine whether it represents a proportional relationship.Key ConceptsThe form of the equation of a proportional relation is y = kx, where k is the constant of proportionality.A graph of a proportional relationship is a straight line that passes through the origin.The constant of a proportionality in a graph of a proportional relationship is the constant ratio of y to x (the slope of the line).Goals and Learning ObjectivesIdentify the constant of proportionality in a proportional relationship based on a real-world problem situation.Write a formula using the constant of proportionality.Analyze a graph of a proportional relationship.Make a graph and determine if it represents a proportional relationship.Identify the constant of proportionality in a graph of a proportional relationship.

Material Type: Lesson Plan

Math, Grade 6, Ratios, Percents Greater than 100%

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Students use percents greater than 100% to solve problems about rainfall, revenue, snowfall, and school attendance.Key ConceptsPercents greater than 100% are useful in making comparisons between the values of a single quantity at two points in time. When a later value is more than 100% of an earlier value, it means the quantity has increased over time. This percent comparison can be used to find unknown values, whether the earlier or later value is unknown.Goals and Learning ObjectivesUnderstand the meaning of a percent greater than 100% in real-world situations.Use percents greater than 100% to interpret situations and solve problems.

Material Type: Lesson Plan

Math, Grade 6, Ratios, Double Number Lines

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Students use double number lines to model relationships and to solve ratio problems.Key ConceptsDouble number line diagrams are useful for visualizing ratio relationships between two quantities. They are best used when the quantities have different units. (The unit rate appears paired with 1.) Double number line diagrams help students more easily “see” that there are many equivalent forms of the same ratio.Goals and Learning ObjectivesUnderstand double number line diagrams as a way to visually compare two quantities.Use double number line diagrams to solve ratio problems.

Material Type: Lesson Plan

Math, Grade 6, Ratios, Comparing Numbers with Ratios

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This lesson formally introduces and defines a ratio as a way of comparing numbers to one another.Key ConceptsA ratio is defined by the following characteristics:A ratio is a pair of numbers (a:b).Ratios are used to compare two numbers.The value of a ratio a:b is the quotient a ÷ b, or the result of dividing a by b.Other important features of ratios include the following:A ratio does not always tell you the values of quantities being compared.The order of values in a ratio matters.Goals and Learning ObjectivesIntroduce a formal definition of ratio.Use the definition of ratio to solve problems related to comparing quantities.Understand that ratios do not always tell you the values of the quantities being compared.Understand that the order of values in a ratio matters.

Material Type: Lesson Plan

Math, Grade 6, Ratios, Tape Diagrams

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Students use tape diagrams to model relationships and solve problems about types of DVDs.Key ConceptsTape diagrams are useful for visualizing ratio relationships between two (or more) quantities that have the same units. They can be used to highlight the multiplicative relationship between the quantities.Goals and Learning ObjectivesUnderstand tape diagrams as a way to visually compare two or more quantities.Use tape diagrams to solve ratio problems.

Material Type: Lesson Plan