Find the point of diminishing returns for the profit function where x is the amount spent on marketing in million dollars. P(x) = 5x + 30x2 - 2.5x for 0 s xs 6 million dollars

Q: If the profit function is  p(x)=-0.5(x-90)^2-50x+3850 what is the profit when producing 40 items?…

A: Consider the given function px=-0.5x-902-50x+3850

Q: Find the point of diminishing returns for the revenue function where x is the amount spent on…

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Q: The sales function for a product is given by S(x) = 119 + 23.1x² – 0.7x³, where x represents…

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Q: At a manufacturing plant, the total cost to produce x items is given by the function c(x)=…

A: Marginal cost is the rate of change of total cost, i.e, c'(x).

Q: Find the average cost function if cost and revenue are given by C(x) = 164 +8.9x and R(x) = 3x…

A: Given;  C(x)=164+8.9x R(x)=3x-0.07x2.

Q: Find the point of diminishing returns for the profit function where x is the amount spent on…

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Q: A company has determined that its price-demand function for its sale of its product is given by…

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Q: maximum revenue for the revenue function  R(x) = 372x − 0.7x2.  (Round your answer to the nearest…

A: Please refer to the image below

Q: Find the slope of f(x)=3x−2 at (4,10).

A: The slope of straight line is constant for every value of x. We observe that the given function…

Q: Find the point of diminishing returns for the profit function where x is the amount spent on…

A: Given: Px=5x+30x2-2.5x3 for 0≤x≤6

Q: Find the average cost function if cost and revenue are given by C(x)= 186 + 7.3x and R(X)= 7x-0.08x

A:

Q: Find the maximum revenue for the revenue function  R(x) = 398x − 0.9x2.

A: Given revenue function R(x) = 398x − 0.9x2

Q: Find the maximum revenue for the revenue function R(x) = 398x − 0.7x2.  (Round your answer to the…

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Q: the revenue function is given by R(x)= -x3+12x2-10x+10 where x is the number of units sold, what's…

A: Differentiate R(x) with respect to x.

Q: Find the slope of f(x) = -3x2 – 6x at x = 1

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Q: Find the maximum revenue for the revenue function  R(x) = 373x − 0.9x2.  (Round your answer to the…

A: Maximum revenue will be 38647.72 $ Explanation is given below

Q: A fast-food restaurant has a cost of production C(x)=11x+110 and a revenue function R(x)=6x. When…

A: I am going to calculate that when the company will start to run on profit just is when revenue…

Q: A fast-food restaurant has a cost of production C(x)=11x+76 and a revenue function R(x)=7x. When…

A:

Q: Q2 (b) if the profit function for a product is P (x) = 5600x + 85 x - x' - 200,000 dollars, selling…

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Q: An accessories company finds that the cost and revenue, in dollars, of producing x belts is given by…

A: NOTE: Refresh your page if you can't see any equations. . the revenue and cost functions are

Q: Find number of units X that produces a maximum revenue R. R=99x^2 - 0.06x^3

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Q: If Q(x) =  x^3 − 25x + 100 is the cost per item of producing x-items. Is the cost per item…

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Q: Find the maximum revenue for the revenue function  R(x) = 355x − 0.9x2.  (Round your answer to the…

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Q: The profit (in dollars) from the sale of x infant car seats is given by P(x) = 45x -0.025x2 - 5000…

A: The profit function on sale of x infant car is P(x)=45x-0.025x2-5000.

Q: Find the maximum revenue for the revenue function R(x) = 377x − 0.7x2 (Round your answer to the…

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Q: Find the maximum revenue for the revenue function R(x) = 352x - 0.7x. (Round your answer to the…

A: Second derivative test : Suppose f is continuous and differentiable at x=a where f'a and f''a also…

Q: A supply company charges for 50-gallon tanks using the demand function p(x) = 40 – 4.8x. What is the…

A: In any business revenue is the total amount received by selling a given number of items at a given…

Q: Find P(x), the profit function.

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Q: Find the point of diminishing returns for the profit function where x is the amount spent on…

A: Given function is Px=5x+30x2-2.5x3 for 0≤x≤6. Compute the derivative. P'x=5x+30x2-2.5x3'…

Q: Find the profit function if cost and revenue are given by C(x) = 162 + 6.3x and R(x) = 3x - 0.01x.…

A: Given, C(x)=162+6.3x R(x)=3x-0.01x2

Q: Find the point of diminishing returns for the profit function where x is the amount spent on…

A: The point of diminishing returns for the profit function is the inflection point of the function. To…

Q: Form a profit function for the following cost and revenue functions and find the maximum profit c(x)…

A: The cost function c(x) = 15000+35x+0.1x² and  Revenue function  R(x) = 385x-0.9x² are given

Q: Find the maximum revenue for the revenue function  R(x) = 372x − 0.7x2.  (Round your answer to the…

A: To find:   maximum revenue for the revenue function    R(x) = 372x − 0.7x2 for maximum revenue , we…

Q: For the fast- food restaurant, the revenue function R(x)=60000x-x^2/20000 and cost function…

A: Given that

Q: Graph the step function over the interval -2< x< 2. f(x) = [x +3] %3D

A:

Q: Find the point of diminishing returns for the profit function where x is the amount spent on…

A: The point of diminishing return is the inflection point of the profit function. The profit function…

Q: C(x) = 38x + 6600  and the total revenue function  R(x) = 70x.What is the profit on 2400 units?

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Q: Find the profit function if cost and revenue are given by C(x) = 169 + 1.2x and R(x)= 4x– 0.06x. The…

A: From the Given information we have revenue and cost function, then find profit function. Profit…

Q: The revenue R received by a company selling x td phones per week is given by the function…

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Q: A business has a cost function C(x) = 110x + 489.65 and a revenue function R(X)= 245 x + 32.…

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Q: Find the maximum revenue for the revenue function R(x) = 395x − 0.9x2 (Round your answer to the…

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Q: 4) Is y = -3x² + 12, x 20 a one-to-one function? Why or why not?

A: For one -one function F(x1)=F(x2) then x1=x2

Q: find the maximum revenue for the function R(x)=356-0.9x^2

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Q: maximum revenue for the revenue function

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Q: Find the average cost function if cost and revenue are given by C(x) = 142 + 5.4x and R(x) = 8x -…

A: Given :

Q: Find the maximum revenue for the revenue function R(x) = 367x − 0.7x2. (Round your answer to the…

A:

Q: Find the maximum revenue for the revenue function R(x) = 385x-0.6x^2. (Round your answer to the…

A: Given, Rx = 385x -0.6x2   We have to find the maximum revenue  for the revenue function R(x).

Q: A fast-food restaurant has a cost of production C(x)=11x+90 and a revenue function R(x)=6x. When…

A: Given:       Cx=11x+90       Rx=6x So, the profit function is:     Px=Rx-Cx

Q: Find the interval where the function, f(x) = + - 8x is 4 decreasing?

A: Consider the given function.