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Name Date Unit Rates with Speed and Price Stepsister LessonLesson 1 Unit Rate Problem: Sally is making pies. Sally took 2 hours to knead the dough. The dough contained 6 kilograms of flour. How long
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01
To fill out unit rates with speed, follow these steps:
02
Identify the given rate problem involving speed.
03
Determine the units used for measuring speed (e.g., miles per hour, kilometers per hour).
04
Note down the given values, such as distance traveled and time taken.
05
Write down the given values and their corresponding units.
06
Determine the ratio between the given values by dividing the distance by the time.
07
Simplify the ratio, if necessary, by canceling out common factors.
08
Write the simplified ratio as the unit rate with speed, including its units.
09
Check if the unit rate answers the problem question or provides the desired information.

Who needs unit rates with speed?

01
Unit rates with speed are useful for several individuals and professions, including:
02
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03
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- Math students practicing real-world application of rates and ratios.
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Unit rates with speed refer to the measurement of how fast an object is moving in a given time period.
Anyone who needs to calculate or measure the speed of an object can file unit rates with speed.
Unit rates with speed can be filled out by dividing the distance traveled by the time it took to travel that distance.
The purpose of unit rates with speed is to determine how quickly an object is moving and to compare speeds between different objects.
Unit rates with speed must include the distance traveled and the time it took to travel that distance.
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