Question
A doll can make a Jennifer doll at a cost of $35 per doll. if the selling price of the doll is x pesos and the number of dolls sold per month is 500-x.
a. express the monthly profit in dollars as a function of x.
b. if the selling price of the doll is $85, determine the monthly profit. use the result in no.1
a. express the monthly profit in dollars as a function of x.
b. if the selling price of the doll is $85, determine the monthly profit. use the result in no.1
Answers
profit = revenue - cost
revenue = price * quantity. So,
p(x) = x(500-x)-35x
Now just plug in your data
revenue = price * quantity. So,
p(x) = x(500-x)-35x
Now just plug in your data
Oops mixed up price and quantity
p(x) = x(500-x)-35(500-x)
= (x-35)(500-x)
assuming no extra dolls are made...
p(x) = x(500-x)-35(500-x)
= (x-35)(500-x)
assuming no extra dolls are made...
thanks... :)
For a certain product, the revenue is given by
R = 30x
and the cost is given by
C(x) = 10x + 1700.
To obtain a profit, the revenue must be greater than the cost. For what values of x will there be a profit?
R = 30x
and the cost is given by
C(x) = 10x + 1700.
To obtain a profit, the revenue must be greater than the cost. For what values of x will there be a profit?
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