8(s+1)? (s2+10s+34)(s² +8s+20) Find f(t) for the function F(s) %3D

Q: 1. The monthly revenue R earned by selling x lamps is R(x)= 120x-0.46x The monthly cost of producing…

A: (a) The given revenue and cost functions are,

Q: S)-(4r' -2r² +3x)(A+--3) Find f"(x).

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Q: Find the number of units x that produces a maximum revenue R. R = 66x2 − 0.04x3 x =  units

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Q: Given U = VXY; and Px=10 , Py-20, income=100; what is the value of MRSxy at the optimization point?…

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Q: Determine £(F) s -7s+11 F(s)= (s+ 1 (s +6)

A: Given that  F(s)=2s2-7s+11s+12(s+6)

Q: Consider the following. = -0.1s3 + 6s² + 400 Find the amount s of advertising (in thousands of…

A: The point of diminishing returns refers to the inflection point of a return function or the maximum…

Q: 8s2 -4s+12 1. F(s) s3 +4s

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Q: 18r1 + 9x2 + 6x3 subject to Maximize f I1 + 13 0, r3 0 If no solutions exist enter DNE in all…

A: For convenience we take f=Z.

Q: 3x10 + 3a5 + 5æ² + 7. What particular solution that satisfies Suppose f'(x) 455 -? 66 f(1)

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Q: x2 – 1 6. g(x) = Vr – 3 at r = 4 - %3D

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Q: At a certain vineyard it is found that each grape vine produces about 10 lbs of grapes in a season…

A: To find the number of vines that should be planted to maximize grape production.

Q: The total profit P(x) (in thousands of dollars) from a sale of x thousand units of a new product is…

A:

Q: Determine L(F). 2 5s- 13s +4 F(s) = s(s- 4)(s-5)

A: To determine L-1F Given Fs=5s2-13s+4ss-4s-5

Q: Consider the following. P = -0.1s + 6s2 + 400 Find the amount s of advertising (in thousands of…

A: To maximize a function first derivative of a function should be equal to zero.  To find the…

Q: S-1x+31, f(x) = 3 10

A:

Q: 0st<3 -t, 4. Find the convolution of f(t)={2' 0, otherwise 4, -1<t<3 and g(t)=- |0, otherwise…

A: Given:-            ft and gt                 = f×g = ∫-∞∞f t - τgτdτ.…

Q: What is the range of y = -x² – 2x+3? xS4 ys 4 y 2-4

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Q: 3s 4) F (s) = s2+2s-8

A: Note:-     as per our guidelines we are supposed to answer only one question. Kindly repost other…

Q: Consider the following. P = -0.1s3 + 6s2 + 400 Find the amount s of advertising (in thousands of…

A:

Q: f(x)= .5x^2+4x-10 How do you find this using the secant method?

A: In this problem we will use the secant method

Q: x+2 Determine the (x,y) location of the hole for f(x)=- x² - 4

A: Holes occur when a duplicate factor is cancelled in the numerator/denominator of f(x).

Q: 9. Find f'(2) when (choose one.) (a) f(2) = 22 – 4z + 2

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Q: 3s+7, Find L'f 's2+9*

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Q: Antonio has $5.00 to spend on a lunch consisting of hamburgers($1.50 each) and french fries ($1.00…

A: Antonio has $5.00 to spend on a lunch consisting of hamburgers ($1.50 each) and french fries ($1.00…

Q: Maximize f = 5¤1 + 7x2 + 11a3 subject to 10r1 + 8x2 + 11a3 0

A: Consider the provided LPP problem, maximize  f=5x1+7x2+11x3Subjected…

Q: Given 3s2 + 9s – 2 F(s) = (s - 1)(s2 + 4s+ 5) Find f (t).

A: We will find out the required solution Laplace transform method.

Q: The company’s revenue is x•(6,228-9x). Find the price x that will maximize the company’s revenue.

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Q: Consider the following. P = -0.1s3 + 6s² + 400 Find the amount s of advertising (in thousands of…

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Q: How can I solve this exercise?

A: we will expand the given function using the formulae, (a+b)2 = a2+b2+2ab and (a-b)2= a2+b2-2ab

Q: S2x – 4 x² - 2 find: (a) f(0) if -1 sxs2 if 2 <xs 3 If f(x) (b) f(1) (c) f(2) (d) f(3)

A: As there are multiple sub parts a), b) and c)  are solved here.

Q: The function C(x)=−9x+2401 represents the cost to produce x items. What is the least number of items…

A: Obtain the average cost function for the given cost function as follows. Cx=Cxx=-9x+2401x=-9+2401x

Q: The supply function for a certain car is given by p = 32(3q) cars, where p dollars is the price per…

A: The supply function for a certain car is given by p=32(3q) where p dollars is the price per car and…

Q: Determine £'(F}. 5s + 44s + 192 F(s) = (s - 3)(s² + 4s + 20)

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Q: $3+3s2-s-3 Q3: Find the f(t) if F(s) = (s2+2s+5)

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Q: A jewelry maker has total revenue for her bracelets given by R= 89.75x and incurs a total cost of C=…

A: The level of production for which the cost and the revenue are equal is called break even point.

Q: 2. For what values of x is y = 150x - 2x3 an increasing function?

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Q: 5x +2 Q5. If f(x)=: 3x -x then find f'(2)

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Q: Q 2/ find the value of (k) to continue the function (Vx+1-V2x f(x)= x2-x x = 1.

A: For continuity of function  Lim of f(x) at x=1 should be equal to k

Q: s3+3s2-s-3 - Find the f(t) if F(s) = (s²+2s+5)

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Q: The sales of a product produces revenue R(x) where x represents the amount spent on advertising.…

A: Solution :-

Q: P(x)=80x-0.3x^2-280 evaluate the marginal profit P'(200)=?

A: We have to find

Q: h.w 2 : find & Range x +3 y = x² – 2x - 8

A:

Q: 4) g(x) 5 at x=3

A: Given,  g(x) = 15·13x at  x = 3 g(x) = 15·133 =15·133=15·127 =1135

Q: g(x) = 5+3(secx)2

A:

Q: consider the following y=1/3x^3-3x^2+8x+5 find the relative maxima, relative minima, and points of…

A: We have been given that y=13(x3)-3x2+8x+5 -(i)Our aim is to find:-(a) Relative Maxima(b)Relative…

Q: The sales function for a product is given by S(x)=127+30.6x2−0.6x3S(x)=127+30.6x2−0.6x3, where x…

A: Given Sales function for a product is, S(x)=127+30.6x2-0.6x3,  where x represents thousands of…

Q: interval

A: We have to find the increasing interval according to the given function

Q: Q2: y=(-32+x) Q3: 4ln(2x+3)=11 Q3: find Domain and Range x2 + 2x - 15

A: Solution: The objective is to find the domain and range of the given functions

Q: y fx) 4 3 21 -5-4-3-2-1 x- 1 2 3 4 5 -2 On what interval(s) is fincreasing? How about decreasing? 1.

A: Let's find.