Solve the problem. Write all linear equations in slope-intercept form.
-A company can make 10 airplane engines for $\$ 123,400$, while 25 airplane engines cost $\$ 133,000$. Find a linear equation that models the cost to produce $x$ airplane engines.
A) $y = x + 9600$
B) $y = 640 x - 117,000$
C) $y = 640 x + 117,000$
D) $y = 15 x + 9600$

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The Answer of Solve the problem. Write all linear equations in slope-intercept form.
-A company can make 10 airplane engines for $\$ 123,400$, while 25 airplane engines cost $\$ 133,000$. Find a linear equation that models the cost to produce $x$ airplane engines.
A) $y = x + 9600$
B) $y = 640 x - 117,000$
C) $y = 640 x + 117,000$
D) $y = 15 x + 9600$

Solve the Problem $123,400\$ 123,400$123,400 , While 25 Airplane Engines Cost $133,000\$ 133,000$133,000

Solve the Problem $\$ 123,400$ , While 25 Airplane Engines Cost $\$ 133,000$