Hello.Please help me solve these problems.

1)

Juno's Bakery makes wedding cakes. The graph of the revenue function is the parabola (blue) and the graph of the cost function is the straight line (red). Both cost and revenue are in dollars. 41596 How many wedding cakes should be produced and sold to maximize prots? If the variable cost per wedding cake increases, what happens to the number of cakes that maximize prots? increases stays the same decreases O O O The cost and revenue functions for producing and selling :1: bottles of olive oil are C(93) = 800 + 109: , R(a:) = 53(370 4.10) Both cost and revenue functions are in dollars. How many bottles should be produced and sold to maximize prot? [2 bottles Enter your answer as an integer or decimal number. Examples: 3, -4, 5.5172 Enter DNE for Does Not Exist, 00 for Innity Get Help: A company manufacturers and sells a: televisions sets per month. The monthly cost and price-demand equations are: C(93) = 72000 + 60x :13 = 2 _ 19(3) 00 30 a. The production level that will realize maximum revenue is :] televisions. Preview 6. The production level that will realize maximum prot is :] televisions. c. The maximum prot is $[:] at. The price that should be charged to maximize prot is $ [: e. If the government decides to tax the company $5 for each set it produces, how many sets should the company manufacture each month to maximize its prot? The company should produce [: televisions per month. The cost and revenue lIlCthl'l (in dollars) for producing and selling a: Kudsu Sushi machines are given by: C(w) = 50 + 2:1: R(:c) = $2 + 102:6 The production level that maximizes prot is [:1 Kudsu Sushi machines Enter your answer as a number (like 5, -3, 2.2172) or as a calculation (like 5/3, 2A3, 5+4) Enter DNE for Does Not Exist, on for Innity AmeriBabe manufactures and sells rubber baby buggy bumpers. The price-demand equation is: p = 3100 4a: where p is the price (in dollars) at which a: rubber baby buggy bumpers can be sold. a. What is the demand if the price is $2900? The demand is :] bumpers. b. The cost to produce a: rubber baby buggy bumpers is given by 0(3) 2 800 + 22609: and the new revenue function is Rte) 2 :1:(3100 4w). How many rubber baby buggy bumpers should be manufactured and sold to maximize prot? AmeriBabe should produce and sell [: rubber baby buggy bumpers. c. What price should AmeriBabe charge for each rubber baby buggy bumper to maximize prot? AmeriBabe should charge $: per rubber baby buggy bumper. Get Help