Answer:
Option c is correct
So, the cars made in 1st year = x = 240,000
and the cars made in 2nd year = 150,000
Explanation:
in this question we have to find the number of cars made in each year by The Flat Rock auto assembly plant.
Given:
the plant constructed a total of 390,000 cars and 90,000 more cars were made in the first year than in the second year
Let cars made in 1st year = x
and cars made in 2nd year = y
then the plant constructed a total of 390,000 will be :
x+ y = 390,000 (i)
and
90,000 more cars were made in the first year than in the second year can be written as:
x=90,000 +y (ii)
Solving equation (i) and (ii) we can find the values of x and y
Putting value of x from eq (ii) into eq(i)
(90,000 + y) + y = 390,000
90,000 +y +y =390,000
2y = 390,000 - 90,000
2y= 300,000
y= 150,000
Putting value of y in equation (ii) we can find the value of x
x= 90,000 + y
x= 90,000 + 150,000
x= 240,000
So, the cars made in 1st year = x = 240,000
and the cars made in 2nd year = 150,000.