Assume the demand for widgets is linear. Suppose we know the demand is = 100 widgets when the price is = $3 per widget but the d
emand DECREASES by 20 widgets for EVERY $1 increase in price.
(a) Find an expression for the demand function. (Hint: This means write = () = + .)
(b) Use the demand equation to express the revenue as a function of . (Hint: () = ⋅ AND you have in terms of from part (a))
(d) Assume the cost function is given by () = 2 + 100. Find an expression for the profit function ().
(e) Use the profit function to find the break-even quantity. Are there multiple in this case?
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Answer:
I do not know
Step-by-step explanation:
1487.93 should be the correct answer I believe.
Answer:
=k6+
−9
/4 k5+
1
/4 k4+ −7
/4 k3+ −9
/4 k2+7k−5
Step-by-step explanation: