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NAME DATE PERIOD USING PROPORTIONAL REASONING AND EQUATIONS Make Predictions MOVIES For Exercises 13, use the table of results of Jeremy's survey of favorite kinds of movies. Favorite Movie Type People
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To fill out using proportional reasoning, follow these steps:

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Identify the given values and the unknown value in the problem.
02
Determine the relationship between the given values and the unknown value.
03
Set up a proportion equation using the given values and the unknown value.
04
Solve the proportion equation by cross-multiplying and simplifying.
05
Check the solution by substituting the found value into the original proportion equation to ensure equality.
Anyone who is faced with a problem that involves comparing two quantities or finding an unknown value based on a given ratio can benefit from using proportional reasoning. This includes various fields such as mathematics, finance, engineering, and science. Professions such as architects, statisticians, economists, and researchers often rely on proportional reasoning to make accurate calculations and predictions. Moreover, students studying mathematics or related subjects will frequently encounter proportional reasoning in their coursework and examinations.
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Proportional reasoning is the process of comparing two ratios to determine if they are equivalent.
Individuals or entities that are utilizing proportional reasoning in their calculations are required to file using this method.
To fill out using proportional reasoning, one must compare the ratios and determine if they are proportional.
The purpose of using proportional reasoning is to accurately compare two quantities and determine if they have a constant ratio.
The information that must be reported when using proportional reasoning includes the ratios being compared and the conclusion drawn.
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