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Math 7 Lesson 3.3: Converting Unit Rates Name: Date: Dimensional Analysis A remote control car travels at a rate of 10 feet per second. What is this rate in inches per second? Hint: what is the relationship
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01
Start by identifying the physical quantity you are working with. This could be something like length, time, or mass.
02
Write down the given value or conversion factor for the quantity. For example, if you are working with length and the given value is 10 inches, write down "10 inches."
03
Identify the desired unit you want to convert the given value to. This could be something like centimeters, meters, or kilometers.
04
Use dimensional analysis to set up conversion factors that relate the given unit to the desired unit. For example, if you want to convert inches to centimeters, you would use the conversion factor 2.54 centimeters = 1 inch.
05
Set up a conversion factor equation by placing the given value as a fraction, with the given unit in the numerator and the desired unit in the denominator. Multiply this fraction by the appropriate conversion factors to cancel out units and arrive at the desired unit.
06
Perform the necessary mathematical operations to calculate the final value in the desired unit.
07
Write down the final value in the appropriate format, including the appropriate units.

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Students studying in the field of science, physics, chemistry, or engineering often need to use dimensional analysis to convert between different units of measurement.
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Scientists and researchers who work with experimental data often need to use dimensional analysis to ensure that their calculations are accurate and consistent with the underlying principles of the physical quantities involved.
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Professionals in industries such as healthcare, manufacturing, and construction often need to use dimensional analysis to make accurate measurements, calculate dosages, or design and analyze systems that involve various physical quantities and units.
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Dimensional analysis is a mathematical method used to convert one unit of measurement to another by multiplying the measurement by a conversion factor.
Companies or individuals who are dealing with measurements and unit conversions in their work are required to file dimensional analysis.
To fill out dimensional analysis, you need to gather the measurements in the original unit, determine the conversion factor, and multiply the measurements by the conversion factor to get the equivalent in the desired unit.
The purpose of dimensional analysis is to simplify calculations involving units of measurement and ensure accuracy in conversions.
Dimensional analysis typically requires reporting the original measurements, the conversion factors used, and the final measurements in the desired unit.
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