# CHAPTER 1 REVIEW1. Find limx2 +2x-35x--7x+72. For f(x) = x³ + x² – 2x%3Dfind the average rate of change as x changes from -1 to 2.a.b. find the instantaneous rate of change at x = 2.Differentiate the following:3.x +24a. f(x) = x + 8x² – 2x3+x3x²rx- x3+xb. y =** +1)x)-cDcx)* TOc. y =8-xx2/3 + 750, where x is the4. Given revenue and cost functions R(x) = 50x and C(x)number of items produced and R(x) and C(x) are in dollars, find the following.The average revenue, the average cost, and the average profit when x itemsa.are produced.b. The rate at which average cost is changing when 8 items are produced.Find the point(s) on the graph of v = x³ - 3x2 at which the tangent line is horizontal

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unsure as to how to start this one can someone please out line how I do this type of problem help_outlineImage TranscriptioncloseCHAPTER 1 REVIEW 1. Find lim x2 +2x-35 x--7 x+7 2. For f(x) = x³ + x² – 2x %3D find the average rate of change as x changes from -1 to 2. a. b. find the instantaneous rate of change at x = 2. Differentiate the following: 3. x +24 a. f(x) = x + 8x² – 2 x3+x 3x²rx- x3+x b. y =** +1)x)-cDcx) * TO c. y = 8-x x2/3 + 750, where x is the 4. Given revenue and cost functions R(x) = 50x and C(x) number of items produced and R(x) and C(x) are in dollars, find the following. The average revenue, the average cost, and the average profit when x items a. are produced. b. The rate at which average cost is changing when 8 items are produced. Find the point(s) on the graph of v = x³ - 3x2 at which the tangent line is horizontal fullscreen
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Consider problem no.4

We have given Then Profit function is given by Step 3
1. Find the average revenue, the average cost and the average profit when x items are produced.

Average revenue is ...

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