The Uniqe Shoppe sells personalized telephones. Its weekly cost function is C(x)=28x+650. At the break=even point, x=65 phones per week. What is the revenue function? Solution The Uniqe Shoppe sells personalized telephones. Its weekly cost function is C(x)=28x+650. At the break=even point, x=65 phones per week. What is the revenue function? AT BREAK EVEN COST=REVENUE COST = 28X+650 REVENUE=S*X WHERE S=SALE PRICE PER UNIT X= NO. SOLD.=65 SO WE GET S*65=28*65+650 S=38 HENCE THE REVENUE FUNCTION IS R=38X..............ANSWER.