How would I figure out the unit rate given only the below equation:
y=0.6x?
If I plugged in for x either the number 1 or 1.1 how would I find the unit rate?
How would I figure out the constant of the proportion?
Y = 0.6x.
Y = Total cost.
0.6 = Unit rate = Cost per unit.
X = The number of units bought or the number of items bought.
To figure out the unit rate given the equation "y = 0.6x," you need to understand the relationship between the variables and the meaning of unit rate.
In this equation, "x" is the independent variable, and "y" is the dependent variable. The equation represents a linear relationship, where "y" is directly proportional to "x" with a constant ratio of 0.6.
To find the unit rate, you need to express this ratio in terms of "y" per unit of "x." In this case, the coefficient of "x" (0.6) represents the ratio of "y" to "x."
Therefore, the unit rate is 0.6, which means that for every 1 unit increase in "x," "y" increases by 0.6 units.
To summarize, when given an equation in the form "y = mx," the unit rate can be found by considering the coefficient of the independent variable "x." In this case, the unit rate is 0.6, indicating that for each unit increase in "x," "y" increases by 0.6 units.