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Samantha-
c(x)=120+1x

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c(x)=120+1x

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C(x)= 120+1X
120x is a value that wont change so U leave its by itself and 1 gets a x because we don’t know how many shoes he will sell

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c(x)=120+1x

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C(x)=120+1x
120 is per year and 1 is the rate per sell and x is how many sells

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c(x)=120+1x

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c(x)=120+1

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c(x)=120+1x

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c(x)=120 + 1x

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3. x=number of uniforms, c(x)=input?
2. the 0.25 represents how much each printed logo cost
1. the 140 represents how much you had to pay first
4. the equation gets  divided by x because of that by how many shirts there getting and that helpful to find an average of something.

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1.140+0.25(25)=146.25/25=5.85
2.140+0.25(100)=165/100=1.65
3.140+0.25(1)=140.25/1=140.25
4. the price lowers as the uniforms printed increases.

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c(x)=120+1x

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c(x)=120+1x

# data[].attributes.body
c(x)= 120 + 1x

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c(x)=120 +1x

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1) $140 represents the initial cost to set up the logo design.
2) $0.25 is the price for the materials used to make the logos.
3) x represents the number of uniforms.  C(x) represents the total cost for x uniforms.
4)The equation divides by x because x is the number of uniforms, so by dividing x by the total price it shows us the average price for each uniform.

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$140 represents logo with design
$0.25 represents materials per logo printed
x represents  uniforms
c(x) represents the cost of one uniform with all included

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140 is

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1)c(25)=140+0.25(25)/25=146.25/25=5.85
2)c(100)=140+0.25(100)=165/100=1.65
3)
4) the prices of uniform decreases as the prints increases.

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A(x)=20+9.75x / x

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a(x)= 20+9.75x/x
price decreases as the number of sweatshirts increases.

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a(x) = 20+9.75x