The average change per week is 3 cents per week if, over a 6-week period, the price of a gallon of gas increases by 18 cents.
It is defined as the change in values of a dependent variable with respect to the independent variables.
It is given that:
Over a 6 week period, the price of a gallon of gas increased by 18 cents.
Let x be the average change per week.
The numerator, which is found at the top of the fraction number, is referred as the numerator, and the denominator, which is found at the bottom of the fractional number, is referred as the denominator.
The value of x can be calculated as follows:
x = 18/6
x = 3 cents per week
Thus, the average change per week is 3 cents per week if, over a 6-week period, the price of a gallon of gas increased by 18 cents.
Learn more about the rate of change here:
#SPJ2
Column A
1.–(–33 + 18) = 33 + (–18)
2.–10 + (–15) = –15 + (–10)
3.4 + (29 + 16) = 4 + (16 + 29)
4.–12 + (12 + 27) = (–12 + 12) + 27
Column B
A.commutative property
B.associative property
C.opposite of a sum property