Solve the equation for y.
-The mathematical model $$C = 400 x + 60,000$$ represents the cost in dollars a company has in manufacturing x items during a month. How many items were produced if costs reached $380,000?
A) 650 items
B) 1100 items
C) 800 items
D) 379,600 items

Question

Quizplus · Accepted Answer

To solve for the number of items produced (x) when the cost (C) is $380,000, we substitute $380,000 for C in the equation and solve for x:$$380,000 = 400x + 60,000$$Subtracting 60,000 from both sides gives:$$320,000 = 400x$$Dividing both sides by 400 gives:$$x = 800$$Therefore, 800 items were produced.

Solve the Equation for Y C=400x+60,000C = 400 x + 60,000C=400x+60,000

Solve the Equation for Y $C = 400 x + 60,000$