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Ratios and Proportional Reasoning Assignment #3 Erica Shutter Marxist College 7th grade Ratios and Proportions Summative Assessment Shutter 2 Abstract Each course a teacher teaches has a specific
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How to fill out ratios and proportional reasoning
To fill out ratios and proportional reasoning, follow these steps:
01
Understand the concept: Start by grasping the concept of ratios and proportional reasoning. A ratio is a comparison of two or more quantities, while proportional reasoning involves solving problems using proportional relationships.
02
Identify the given values: Look for the quantities or values that are provided in the problem. These could be numbers, measurements, or any other relevant data.
03
Set up the ratio: Use the given values to establish the ratio. For example, if you are comparing the number of apples to oranges, you may write the ratio as "apples:oranges."
04
Simplify the ratio: If possible, simplify the ratio by dividing both sides by their greatest common factor. This step helps to make the ratio easier to work with.
05
Use proportional reasoning: If the problem involves proportional reasoning, use cross products or scaling factors to find missing values. Cross products involve multiplying the extremes and comparing them to the product of the means, while scaling factors involve multiplying or dividing the ratio by a constant.
Who needs ratios and proportional reasoning?
01
Students: Ratios and proportional reasoning are fundamental concepts in mathematics education. Students need to understand these concepts in order to solve various types of math problems, including those involving proportions, rates, and scaling.
02
Professionals: People working in fields such as finance, engineering, and statistics often need to work with ratios and proportional reasoning. These skills are essential for tasks such as financial analysis, scaling models, and data interpretation.
03
Everyday life: Ratios and proportional reasoning are also applicable in everyday scenarios, such as cooking, comparing prices, and understanding discounts. Being able to accurately calculate ratios and understand proportional relationships can help individuals make informed decisions and solve practical problems in their daily lives.
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What is ratios and proportional reasoning?
Ratios and proportional reasoning involves comparing quantities and understanding how they relate to each other.
Who is required to file ratios and proportional reasoning?
Anyone who needs to analyze relationships between quantities or make predictions based on proportions.
How to fill out ratios and proportional reasoning?
To fill out ratios and proportional reasoning, you need to set up a ratio equation and solve for the unknown quantity.
What is the purpose of ratios and proportional reasoning?
The purpose of ratios and proportional reasoning is to make predictions about relationships between quantities.
What information must be reported on ratios and proportional reasoning?
Information on the quantities being compared and the relationship between them.
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