ariel wanted to drive a car that uses less gasoline, so she bought a hybrid. ariels new car uses gasoline at…

ariel wanted to drive a car that uses less gasoline, so she bought a hybrid. ariels new car uses gasoline at a rate of 45 miles per gallon. there is a proportional relationship between the volume of gasoline ariels car uses when driving on the highway (in gallons), x, and the distance she drives it on the highway (in miles), y. graph this relationship. select two points to draw a line.

ariel wanted to drive a car that uses less gasoline, so she bought a hybrid. ariels new car uses gasoline at a rate of 45 miles per gallon. there is a proportional relationship between the volume of gasoline ariels car uses when driving on the highway (in gallons), x, and the distance she drives it on the highway (in miles), y. graph this relationship. select two points to draw a line.

Answer

Explanation:

Step1: Find the relationship equation

Since there is a proportional relationship between (x) (gallons) and (y) (miles), and the rate is (45) miles per gallon, the equation is (y = 45x).

Step2: Find two points

When (x = 0), (y=45\times0 = 0). So one point is ((0,0)). When (x = 2), (y = 45\times2=90). So another point is ((2,90)).

Answer:

Plot the points ((0,0)) and ((2,90)) and draw a line through them.