months are displayed. Data downloaded on 2/19/2020 from https://data.world/cityofaustin/cfer-vyii. 4000 3500 3000 (5) 2500 2000 1500 1000 500 200 250 300 350 400 450 Number of Customers Number of Customers 216 254 316 397 Total Sales $1900 $1995 $2606 $3482 When answering the questions below, maintain exactly four decimal places in your intermediate computations. In these problems, intermediate computations refers to your average growth rate calculations. Use interpolation or extrapolation (whichever is appropriate) to predict the total sales when the farm stand has 280 customers. Round your answer to the nearest whole number. $2204.5596 x Use interpolation or extrapolation (whichever is appropriate) to predict the total sales when the farm stand has 410 customers. Round your answer to the nearest whole number. $3560.4041 x Total Sales ($)

Q: 1. a) Let x is n-vector and p and q are two constant n-vector. f(x) = ßx – q° - Ax – ql² is f(x) lin...

A: Since you have asked multiple questions, we can solve first question for you. If you want other ques...

Q: f(x) = acos(b\x) x2 COS

A:

Q: if - 2 <t< -1 f(t) = {k if -1<t<1 if 1<t<2

A:

Q: Q5. (a) Use Laplace and Inverse Laplace transform to solve the following DE: y" +2y' +5y=5sint, y(0)...

A: Some properties of Laplace transform L-1as2+a2=sinat L-1ss2+a2=cosat Lsinat=as2+a2 L-11(s+a)n+1=eat...

Q: U 26 41 Given: 4. 13 76 What is n(E-R)? 37

A:

Q: y' - 5 y = 5e3¤ for y(0) = 5 %3D

A:

Q: f(k) + 4 = 3-2x-m + 8 1:

A:

Q: Which of the following is equivalent to the propositional form -(E→P)v¬Q if we apply De Morgan's Law...

A:

Q: Michelle wants to have a $16,000 down payment when she buys a new car in 6 years. How much money mus...

A: Find the attchment for the solution.

Q: Fill in the blank. The union of the rational numbers and the irrational numbers is the set of number...

A:

Q: Discuss, with examples, many ways that a sequence could diverge.

A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question s...

Q: 2. Let A = be an orthogonal 2 × 2 matrix. cos(0) sin(0 (a) Explain why the vector can be written as ...

A:

Q: s2-4 ds 2-s6

A: We are given an indefinite integral which cannot be reduced into a proper functional form. Hence we ...

Q: An LRAM sum with four equal subdivisions is used to approOximate the area under the sine curve from ...

A: The lower Riemann approximation method and the upper Riemann approximation method are the two method...

Q: 7) The ODE for O looks very simple. We have boundary conditions that e must be 27 periodic in order ...

A:

Q: The ratio of pears to green apples is 1:3 if there are 150 green apples how many pears are there

A:

Q: Prove that if A is invertible and B is row equivalent to A, then B is also invertible.

A:

Q: Find an interval where the IVP dy (In t) + y = cot t dt y(2) = 3 has a unique solution.

A:

Q: Suppose the position of an object at time t is given by 1 x(t) = + 64 4(21+4)? m. Find the average p...

A: Average value of the function  

Q: grating factor o

A:

Q: A tank has pure water flowing into it at 12 1/min. The contents of the tank are kept thoroughly mixe...

A: Let f(t) be the amount of salt in the tank at any time t. Given that  Pure water is entering in tank...

Q: Identify the quadric surface each of the following equations represent and sketch its graph. (can yo...

A:

Q: The series -1() Lk=1 a ) converge to e b) converge to e-1 c) converge to 1 d) diverge e ) none

A: Given series is ∑k=1∞ k+1kk

Q: Find a linear mapping that maps the set S onto the S’ where S is the square with vertices 1 + i, –1+...

A: Given  S is the square with vertices z1=1+i, z2=-1+i, z3=-1-i, z4=-i and S' is the square with verti...

Q: Consider finding a rational function p(x) = (a + bx)/(1 + cx) that satisfies p(x,) = yi i = 1,2,3 %3...

A:

Q: Show that H ((12)) is not normal in S3. However, why is H' = ((123)) normal in S3? %3D

A:

Q: 1 Consider the definite integral dx: o (26 – 7)® This can be transformed into a basic integral by le...

A:

Q: A predicate is a sentence that contains a finite number of variables and becomes a statement when sp...

A:

Q: 4. Let W1 and W2 be subspaces of a vector space V such that V = W1 + W2. Let B be a basis for Win W2...

A: Given: W1 and W2 are subspaces of a vector space V such that V=W1+W2. β is a basis for W1∩W2, β∪β1 i...

Q: Use Euler method to approximate the value of y(0.1), given               y' - 4y = 3x2 ,  y(0) = 4 ...

A:

Q: grating factor of (x²y – 2xy²)

A:

Q: 1. The function f(x) is given in the following tabulated form. Compute [1*f(x)de with h= 0.3 and wit...

A: Given- The function fx is given in the following tabulated form.  To find- Compute ∫01.8fx dx with h...

Q: In the use of RSA Cryptography, if the public key under RSA Cryptography is (11, 65), find the priva...

A:

Q: f(æ) = at x = 2 is (B) y = - (– 2) 16 (C) y = } -(x- 2) ( - 2) (D) y = 16 - (E) 1 3 (7 - 2)

A:

Q: Which of the following is equivalent to the propositional form (E=P)v ¬Q if we apply De Morgan's Law...

A: By applying De Morgan's law on (~P)ν(~Q) we will get ~(P∧Q) So, by applying De Morgan's law on ~(E⇒P...

Q: Perform the indicated operation and simplify if possible. /2. 17 O A. V14 О в. 14 OC. V9 O D. V2

A:

Q: Composition with an affine function. Show that the following functions f : R" → R are convex. (a) f(...

A:

Q: In the first game of the playoffs, the Toronto Maple Leafs scored six more goals than the Montreal C...

A: Given: Toronto Maple Leafs scored six more goals than the Montreal Canadiens. Total goals are 104

Q: An integrating factor of

A: Given,             (x2y-2xy2)dx+(3x2y-x3)dy=0

Q: Find an equation of the surface of revolution generated by revolving the plane curve about the indic...

A:

Q: 2) Find the circumference of OQ A 70% 12 in

A: 2 Consider the given figure. We have to find the circumference of the given circle. Use the followin...

Q: Apply the method of least squares to find the quadratic y=a that best fiB the follawing data +bx t c...

A: The given problem is to find best fit curve y=a+bx+cx2 from the given data points using least square...

Q: Vhich of the following is equivalent to the propositional form (RA -S) = ¬R if we apply Material Imp...

A: (R∧¬S)⇒¬R  

Q: cosy dx+[x+le dx +[x+1

A:

Q: a)Find the vector equation of the line, L that passes through the points P (2, -2, 8) and Q (10, 8, ...

A: vector equation of a line which passes through point a→  and parallel to or coincides with vector b→...

Q: Let f(x) = | in (2 + sin tjdt. If (3) = 3 then what is f(4yP Choose the correct answer below. А. 6.9...

A: When a function is differentiable over a certain interval, its derivative is integrable over that in...

Q: 2. %3D me

A: To find dw/dx and dw/dy for the given expression. 

Q: Let fG) = x2+I E Z, x] and let R= Z, [x]/I, where I= (f (x)) @ Show that R is a field with 9 element...

A:

Q: Fill in the blank. The union of the rational numbers and the irrational numbers is the set of number...

A: We have to find what is the union of the rational numbers and irrational numbers

Q: (e* )) + sin(x+ y) them

A: