In the problem from the introduction, a fan in the stands timed a baseball player as he ran from one base to the next. As a result, he produced the following set of ordered pairs.
{(90, 3.8), (180, 8.0), (270, 12.5), (360, 17.4)}
As you recall from Algebra 1, the domain is the set of input values of a function or relation, and the range is the set of output values.
The input and output values from the problem above have been placed randomly below. Drag each one to the domain or range as is appropriate. Remember, values in the domain and range set should be listed in order from least to greatest.
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The domain is the set of independent values and, if graphed, can be found along the horizontal axis. The range is the set of dependent values and, if graphed, can be found along the vertical axis.Interactive popup. Assistance may be required.
The domain represents the total distance in feet that the player ran from home plate to first, second, third, and back to home plate. It is 90 feet from home to first base, 180 feet from home to second base, 270 feet from home to third base, and 360 feet from home plate back to home plate.Interactive popup. Assistance may be required.
The range represents the time in seconds it took the player to run to each base from home plate. It took him 3.8 seconds to reach first base. The elapsed time to second base was 8.0 seconds. His time to third base was 12.5 seconds. The total time that it took him to return to home plate was 17.4 seconds.The domain consists of values that represent the independent variable, and the range consists of values that represent the dependent variable. In the baseball problem above, what are the independent and dependent variables?
{(3, -5), (5, -6), (2, 8), (3, 10), (-2, -7)}
{(Jun, 92.1), (Jul, 95.6), (Aug, 97.0)}
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The domain is the first number in the ordered pair, which is also the x-value.