Suppose the monthly cost for the manufacture of golf balls is C(x)=4800 +0.49x dollars, where x is the number of golf balls produced each month. Also, suppose the monthly revenue for the sale of golf balls is R(x) = 1.69x dollars for x golfballs sold. -1000- -2000- -3000- -4000- 1000 2000 3000 x-intercept (4000,0) y-intercept (0,- 4800) (C) The y-intercept tells us access A. When we sell 0 golfballs we lose 4800 dollars OB. When we sell 0 goldballs we get a 4800 dollar profit OC. We have to sell 4800 golfballs to break even 4 (0/5)

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A: Given that  if x=4,8,3,-2

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A: we need to know that limx→∞(x)=∞ and limx→∞x2=∞and∞=∞

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A: