y-intercept = 3500
slope = 25
The y-intercept tells the overhead cost when no units of the blender are produced
The slope tells the cost factor when 1 unit of blender is produced.
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Gonzalez Parsons
22/09/2020 · Junior High School
A kitchen appliance manufacturing company determines that the total cost \( C \) (in dollars) of producing \( x \) units of a blender is given by
\( C = 25 x + 3500 \) . Cost equation
Interpret the \( y \) -intercept and slope of this line.
y-intercept = 3500
slope = 25
The y-intercept tells the overhead cost when no units of the blender are produced
The slope tells the cost factor when 1 unit of blender is produced.
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