Time minutes 3.5 12.2 15 16.4 distance feet 22.75 70 9.3 97.5 106.6 what is the independent value what variable represents the independent value what is the dependent value what variable represents the dependent value and find the constant of proportionality for the table
The independent value in this table is time (minutes). It represents the input variable, which is controlled or chosen by the experimenter.
The dependent value in this table is distance (feet). It represents the output variable, which depends on the value of the independent variable.
To find the constant of proportionality, we can calculate the ratio of the change in the dependent variable (distance) to the change in the independent variable (time). Let's choose two data points: (3.5, 22.75) and (15, 9.3).
Change in distance = 9.3 - 22.75 = -13.45
Change in time = 15 - 3.5 = 11.5
Constant of proportionality = Change in distance / Change in time
= -13.45 / 11.5
≈ -1.17
Therefore, the constant of proportionality for this table is approximately -1.17.