A company has four outlet stores.  The number of customers at each outlet is shown in the table below and the company has a total of 101 sales associates to assign to the four stores.  Use the Webster method of apportionment to determine how many sales associates should be sent to each outlet using 23.56 as the modified standard divisor. ​ Outlet Store Number of Customers per Day A 318 B 527 C 665 D 896 ​ ​     ​ Outlet Store Number of Sales Associates A 13 B 22 C 28 D 38 ​ ​     ​ Outlet Store Number of Sales Associates A 13 B 22 C 29 D 37 ​ ​     ​ Outlet Store Number of Sales Associates A 12 B 24 C 29 D 37 ​ ​     ​ Outlet Store Number of Sales Associates A 13 B 22 C 27 D 39 ​ ​     ​ Outlet Store Number of Sales Associates A 13 B 22 C 27 D 37 ​ ​

Q: 2. f(t) = -7(e^3t)[sinh(2t)] A. -14 / (s^2 – 6s + 5) B. (-7s + 21) / (s^2 – 6s + 5) C. -14 / (s^2 - ...

A:

Q: Evaluate the iterated integral. /2 x. 4 cos (x + y + z) dz dx dy

A:

Q: Let f be a function with continuous first derivatives, defined by f (cos(xy), x2 + y³) xy If we take...

A:

Q: Which is an example of a veto power voting system? {4: 1, 1, 1, 1} {27: 3, 5, 9, 6, 4} {34: 13, 9, 5...

A: In the veto power voting system one with veto power can veto the decision of all other voters by his...

Q: Suppose a circuit contains an electromotive force (a battery) that produces a voltage of E(t) volts ...

A:

Q: If f (x, y) = V3 + y³ In (z +y°)e*in(zyty") +2² + 10y , then fz (1,0) = |3D %3D O 2 4. O 3

A: Given that fx,y=x3+y33lnx2+y2esinxy+y2+x2+10y3 First we have to find fxx,y where fx=∂f∂x

Q: s - 3s2 – 2 S .3 s° + s

A: It is known that:  L-1as2+a2=sinat L-1ss2+a2=cosat L-11s=1

Q: In Problems 75-86, find the exact value of each expression. 75. sin sin V3 + cos 2 - + cos 76. sin s...

A: 79.  costan-143+cos-1513Using cos(A+B)=cosAcosB-sinAsinB we have,costan-143+cos-1513=costan-143cosco...

Q: 9. Let I = {A1, A2, A3} where A_i={1, i-1, i+1} for all i = 1,2, 3. Then |UT| = 6.

A:

Q: Proposition 9. Let n be a non-negative integer. Then 1+2+4+ 8+ ..+ 2" = 2"+1 – 1. Special directions...

A:

Q: 3. 4. a bcdefgh f gh a bcdefgh 8. 8. 8 8 7 7 7 7 6. 4 4 4 4 3 2 a b cde f gh a b c d gh 40 Copyright...

A: We have to give the position of white king for check .

Q: (t – 9)y' + ty = t + 10 Find the largest interval on which the solution of the initial value problem...

A:

Q: Find the first four nonzero terms in the Legendre series of the function f(4) = { ?; for – 1<x<0 for...

A:

Q: 3. f (t) = e# = et cos 5t - 3t³

A:

Q: 1. Find the domain and the range of the given function and identify and graph some of its level curv...

A: (a) It is given that,                            fx, y = 1xy And we have to find the domain and rang...

Q: 00 20 00 02 C = 2000 0001 0 010 0100 y D = 0 200 1000

A: let λ be an eigenvalue of C.

Q: Suppose a graph has vertices of degree 0, 2, 2, 3 and 9. How many edges does the graph have? Provid...

A:

Q: Proposition 6. Consider the function g : Z? → Z² defined by g(m, n) = (m – n, n – 2m). The function ...

A: To show that a function f is bijective, we have to show that it is one one and onto.  Again we know ...

Q: Given is the reduced prime implicant chart of a function f3(u,v,w,x,y) after the essential prime imp...

A:

Q: Let a be a real number. Consider the series where a, = cos(nr), 2n +1' n=0 (a) Is it possible to fin...

A: For  a series    ∑an   If L=limn→∞an+1an&lt;1 then series will be convergence  If L=limn→∞an+1an&gt;...

Q: 4. For numbers 4 to 6, refer to the given problem. Alice's house uses a high-end security system. He...

A:

Q: Proposition 12. Let n be a nonnegative integer. Then 3|(52n – 1). - Hint: Try induction on n. Proof.

A:

Q: Proposition 7. Let a, b, c, d E Z and n be a positive integer. If a = b (mod n) andc = d (mod n), th...

A: a ≡ b (mod n) ➞ n|(b-a) a ≡ b (mod n) ➞ b ≡ a (mod n)

Q: Consider the system of differential equations dx = 0.3x – 0.02xy - dt dy 0.2y + 0.016xy dt Where x a...

A:

Q: Dylan wants to accumulate at least $60,000 by depositing $1,400 at the end of every month into a fun...

A: Dylan is depositing $1400 per month to get $60000 where interest is compounded monthly formulae for ...

Q: Find the minimum distance from the point P with coordinates (1. 2. 1) to the line r = a+Ab, where a ...

A: The minimum distance from the point P(1,2,1) to the line r is the perpendicular distance between P a...

Q: A graphing calculator is recommended. The population of a certain species of bird is limited by the ...

A:

Q: (3 + 5y +7{ ) 2+y? 200 + y02 exists if lim r)(0.0)

A: This is a problem of multi variable calculus.

Q: i) If you have twenty ones and fifteen zeroes how many ways can we arrange these digits such that no...

A: solving first 3 problems: i) we have 20 ones and 15 zeros.  

Q: Prove that if a point is contained in two angles of a triangle, then it is contained in the interior...

A: In a triangle, any two angles are adjacent (i.e, sharing a common hand)

Q: Prove by induction that if p is any real number satisfying p > -1, then (1+ p)" > 1+ np for all n e ...

A:

Q: Let S = {2,5, 10, 17, 26, .}. A one to one correspondence f : Zt S which shows that S is countable, ...

A:

Q: Proposition 11. Let ao = -1, a1 = 1 and a, = 7an-1– 10an-2 for integers n > 2. Then the closed form ...

A:

Q: Describe the conditions that would create an ambiguous case with two possible solutions.

A: Ambiguious case of law of sines. Now lets take an example. Now let angle A be 45 degrees, side a =9 ...

Q: Consider the following weighted voting scheme where the voters in the order listed are A, B, C, D, a...

A: Dummy is a player who has no power  or We can say a player is a dummy if their vote is never essenti...

Q: n - Proposition 10. Let n and k be positive integers. Then k = n k k – 1

A: We will expand both sides then equate. 

Q: (please solve both parts within 15 minutes I will give thumbs up)

A:

Q: s+1 Find

A:

Q: Determine whether each of the following statements is true. If true, prove it. If false, give a coun...

A:

Q: Given the surfaces: S : (r – 1)2 + (y – 1)? = 1, S2 : r = y, Sa : 2? = -(z – 1) Sa : x+z = 1, S : r ...

A: Given the set of surfaces S1:x-12+y-12=1S2:x2=yS3:x2=-z-1S4:x+z=1 in the 1st quadrant.

Q: Suit Sales The number of suits sold per day at a retail store is shown in the table, with the corres...

A:

Q: 1. Find the Fourier transform of f(t) defined by: 0 t<0 e-6t t20 f(t A. (6- jw)/(36+ w^2) B. (6 + ja...

A: Fourier transform of the pice wise function

Q: 6. f(t) = (7 - e^(12 – 3t))u(t-4). Perform Laplace transform by integration only. A. [(21 + 6s) / (s...

A: Laplace transferom

Q: (a) Use the definition of the Laplace transform to compute L{cosh(at)}, where a e R\{0}. What's the ...

A: Laplace Transformation: Definition: Let f(t), t≥0 be a function, then F(s)=∫0∞e-stf(t)dt provided th...

Q: Find the largest possible domain of each of the following function. 2x4 + 5x3 + 14x² + 11x – - 27 (a...

A:

Q: Determine which of the following sets of vectors are linearly independent and which are linearly dep...

A:

Q: Draw a line to show how the white king can move out check. Remember two kings can never move next to...

A: To draw a line where white king can move out of a check in the given situation.

Q: Write the general form of the partial fraction decomposition of the following integral but do not so...

A:

Q: Proposition 5. Consider the function f : Z² → Z² defined by f(m, n) = (mn, m+n). The function f is n...

A:

Q: 2x 16 20 X + 1 4. 3. 28 10 21 13 -x 15 12 6. 5. 12 10

A: