The costs of doing business for a company can be found by adding fixed costs, such as rent, insurance, and wages, and variable costs, which are the costs to purchase the product you are selling. The portion of the company’s fixed costs allotted to this product is $300, and the supplier’s cost for a set of tile is $6 each. Let x represent the number of tile sets. This one really as got me stumped. I have to find the cost equation for tiles. If 300+6x equals the fixed cost I believe because 300 is partial and $6 a tile times the amount would equalt the rest
do I find 2 points by plugging them into the equation?
then making a point slope equation inf hte form if c=mx+b
total cost = fixed costs + variable costs
to find a cost equation
C(x) = 6x + 300 is right
cool. catching on lol
think of it as living in your house; you have fixed cost of house payments; but your light bill and water bill tend to vary from month to month
the total amount of the cost of living in your house is then; fixed costs + whatever else comes up that is not constant
ok. Great then I answered my own question always the best way.
now I have to subtract the two equations lol
yes, revenue - expenses = net income
money in - money out = money left over
easier than making them.
hey how do I get profits if I did not sell tiles? I wouldnt right int he equation p= x^2+56x+300 300 would be left over if I plugged 0 in but that is not right
you have to sell tiles to get profit
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