Respuesta :
For this case we have the following equation:
[tex] c (x) = 15x + 12000 [/tex]
Where,
x: number of chips
c (x): total cost
To find the fixed cost, we must find the intersection with the y axis of the given equation.
So we have that for x = 0:
[tex]c (0) = 15 (0) + 12000 c (0) = 12000[/tex]
Therefore, the fixed production cost is given by:
[tex] c (0) = 12000 [/tex]
Answer:
The fixed cost of producing the chips is:
c (0) = 12000
[tex] c (x) = 15x + 12000 [/tex]
Where,
x: number of chips
c (x): total cost
To find the fixed cost, we must find the intersection with the y axis of the given equation.
So we have that for x = 0:
[tex]c (0) = 15 (0) + 12000 c (0) = 12000[/tex]
Therefore, the fixed production cost is given by:
[tex] c (0) = 12000 [/tex]
Answer:
The fixed cost of producing the chips is:
c (0) = 12000
Answer:
The given equation is c(x)=15x + 12000. Also given is that the company sells each chip for $20
Here, 'x' is the number of chips and c(x) is the total cost .
To find the fixed cost, we will put x=0 to find the intersection with y-axis.
Now, putting x=0 in the given equation, we get
c(0)=15(0)+12000
c(0)=12000
Hence, the fixed cost for producing the chips is c(0) = 12000.