The cost c in dollars of running a particular factory that produces w-widgets can be modeled using the linear function C(w)2.25w plus 2175 1.) how do you interpret the fact that c(100)?

The value of c(100) represents the total cost of running the factory when producing 100 widgets. By substituting 100 into the function ( C(w) = 2.25w + 2175 ), we find that the cost includes both the variable cost of producing the widgets and a fixed cost of $2,175. This means that, regardless of how many widgets are produced, the factory incurs a baseline expense of $2,175, with an additional $2.25 for each widget produced.