-The magnal cost of a produt is modeled by , uhen x-(5, C=40. Find the cost functon.

Q: lim _{x\to \infty }\frac{\sqrt{x^2+1}+\sqrt{x}}{\sqrt[4]{x^3+x}-x}

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Q: y = x – 2 + Ce* X-

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Q: solve D'+)y = carec x by seduetion of Oxdex

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Q: 11. Evaluate L{sint cost}. a. (s^2+4) b. 1/(s^2+4) c. 1/(s^2+1) d. 1/(s^2 +1) öö

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Q: 10. y f(x) -2 -2+ a. f(-4) b. f(0) c. f(2) d. f(4) 4, 2.

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Q: Use the Disk Method Y= x^(3/2) , Y = (3/2)x , revolved around X = 5

A: First we have to design the integral using the given conditions,  and for that obtain functions of…

Q: You are traveling down a country road at a rate of 95 feet/sec when you see a large cow 300 feet in…

A: As per bartleby guidelines, for more than three subparts only 1st three are to be answered. Please…

Q: Find the value/s of x for which y=3x^4-4x^3+1 is maximum?

A: y=3x4-4x3+1 Differentiating with respect to x, we get dydx=34x3-43x2+0=12x3-12x2 Now to find…

Q: A parabola has the equation y^2 = -4ax. Determine the slope of the orthogonal trajectories. 2x/y O…

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Q: f(a)=9 I'(a)= 5 = -4 $()= 5 • If glx)=1F[=), find gʻ(2) -1f hlx)=f(casx), find hi(M%)

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Q: To approximate the profit from the production and sale of the 145th skirt, what value do you plug…

A: P(x) denotes the profit function and P'(x) denotes the marginal profit function.

Q: Solve for the maximum and minimum values for ∫(x^3−2)/3dx. (Upper limit is 1 and lower limit is -2

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Q: (~T+ F) (FAT): uthValue

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Q: find the points on the curve x^2+xy+y^2=16 which one nearest and farthest from the origin using…

A: Let us consider the given function f(x,y) Subjected to g(x,y)=C Solving using Lagrange's multipliers…

Q: The management of Thermomaster Company, has estimated that the total weekly cost (in dollars) for…

A: Given that,  C(x)=8000+5x Average Cost function is,               C=C(x)x

Q: sketch the graph with solution   f(x,y)= sqrt(16 - x^2 - 16y^2)

A: The main object is to sketch the graph f(x,y).

Q: The position function of a particle is given by s(t)=t^3−4t^2−8t, t≥0 where s is measured in meters…

A: To find the velocity function from the position function, we have to differentiate position function…