1. If Maria sells pizza for $160.00 and has a target sales of $8,000. How many pizzas should Maria sell to get her desired target sales? (5 points)

Q: 1. Find the radius of convergence of (-x)³n 8n (2n + 1)* n=0 In addition, analyze its convergence at…

A: Given series is ∑n=0∞-x3n8n(2n+1)

Q: 4. A frog is at the bottom of a 17-foot well. Each time the frog leaps, it moves up 3 feet. If the…

A: To find the number of leaps needed to frog to escape the well

Q: I. Evaluate the following limits. Using L'Hôpital's Rule is not allowed. 2. lim (√x²-x-√x² + x)

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Q: 5. Let (G, *) be a cyclic group, namely G=(a). Prove that (a). if G is finite of order n, then G…

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Q: Application of the Laplace transform (Solution of partial differential Equations) учу where y(ost) =…

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Q: What is your 95% credible interval for the number of people who will be alive in the year 3000 CE…

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Q: Factor these two matrices into A = XAX-¹: 4 = 3 A [

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Q: 4. Repeat Exercise 1 for -[- A = 7 -2 1 6 4 ]-[#] 12 7 18 -2 1 10-2 -2

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Q: 9x+4y

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Q: 1. Find the solution for dt² series solution.) - 2t + 4y = 0 with the initial conditions y(0) = 1,…

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Q: Let A PDP-1, where 3 A = = [2] P-B 3₁ = D = 2 Find an explicit formula for Ak valid for any positive…

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Q: (a) sin (x²) x7/2 dx

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Q: Find the power series representation for where en = O A. n - 1 B. n OC.0 and an = and Pn tan t f(x)…

A: We know, tan-1(t) = t - t33+t55-t77 + . . .⇒tan-1(t) = ∑n=1∞-1n-1t2n-12n-1⇒tan-1(t)t =…

Q: Madeline has x quarters and y dimes, having a minimum of 18 coins worth at most $3.60 combined. No…

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Q: 19. (a) Evaluate the line integral F. dr, for F(x, y) = ex−¹ i + xy j and C is given by r(t) = t² i…

A: (a)F(x, y) = ex-1 i + xy j   And C: r(t) = t2i +t3j , 0≤t≤1.⇒drdt = 2t i + 3t2j and F(r(t)) = et2-1…

Q: For the graph shown find a spanning tree for it. Draw the spanning tree then scan or photograph it…

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Q: Express the limit as a definite integral on the given interval. n lim [² cos Xi X₁ Ax, [3π, 5π] 318…

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Q: n a previous exercise we formulated a model for learning in the form of the differential equation…

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Q: Consider the following two ordered bases of R³: B = C = a. Find the change of basis matrix from the…

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Q: Discuss about hairy ball theorem in comprehensible way.

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Q: Determine the Laplace transform of the following function

A: Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: 1. Use the definition to show that x² - y² lim (x,y)→(0,0) x² - y² = 0.

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Q: <T9 X 0 SXFC! +0 5x10³+j2лx50x G+jwC

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Q: The end x = 0 of a semi-infinite string is fixed and its initial velocity is zero. Its initial…

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Q: QUESTION 1. Consider the following data X 4 5 6 7 0.6 .65 0.74 0.78 Use forward difference formula…

A: We use Newton forward difference formula to solve the given problem.

Q: G (190)-(-) Solve 1 using the inverse of a matrix.

A: The given equation is 1-1-111-1110xyz=9-116 find the inverse of matrix 1-1-111-1110100010001 operate…

Q: Is there a vector field G on R³ such that curl G = (x sin y, cos y, z - xy)? Explain

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Q: In Exercises 1-4, apply the Jacobi method to the given system of linear equations, using the initial…

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Q: Suppose that v is an eigenvector of both A and B E Mnxn: i.e., Av= = Av and SAD WI

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Q: Determine whether the matrix X(t) given below is a Fundamental Matrix solution of à = Ax, for some…

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Q: 3 Find the bounded Solution of o учу j²y аха = xt dt² sy( dy where y(x, 0) = and y (o₂t) = 0 (x,0)…

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Q: Determine the solution(s) to x that satisfy the following equation: (x² + 5x + 5)(x²-6x+5) = 1

A: If x2-6x+5=0 and x2+5x+5≠0 then x2-6x+5=(x-5)(x-1)=0 this implies x=5 and 1. If x2+5x+5=1 then…

Q: 20 year, 4.75% bond, with a yield of 4.755%

A: Bond Price = C x [1-{1/(1+r)n}]/r + M/(1+r)n M=Face Value = $1,000 C=Coupon Payment=$1,000 x 4.75 %…

Q: Solve 1 1 1 1 -)))-(-) using the inverse of a matrix.

A: This is a problem of linear transformation.

Q: The generator polynomials for a binary convolutional code are given by 8₁(x)=X+X² 8₂(x) = 1 + X…

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Q: II. Find dy dx 2. y = Do not simplify your answers. tan ¹(cosh x) (sin²x) (sech x)sec a [use…

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Q: Question 6 Consider the following system ax - bay, -cy + day, where a, b, c and d are strictly…

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Q: rectangle is constructed with its base on the​ x-axis and two of its vertices on the parabola…

A: Given that a rectangle is constructed with its base on the x-axis and two of its vertices on the…

Q: 6. Let : (G,*) → (G',') be a group isomorphism, and let a € G. Prove that (a). G is abelian if and…

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Q: Determine for which of the following matrices M the zero state is a stable equilibrium of the…

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Q: Draw a graph that models the connecting relationships in the floorplan below. The vertices represent…

A: The graph that models the floor plan is:

Q: 240 s+1)(s+2)(s+3)(s+4) C(s) Gls 70

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Q: Use Descartes’ Rule to determine the possible number of positive and negative solutions. Make a…

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Q: Use the logistic growth model to predict the population of a species after three years given the…

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Q: The rank of a matrix A is the O a. dimension of the column space of A. dimension of the null space…

A: The rank of a matrix A is the

Q: The Temperature Tat any Find the heighest temperature x² + y² +2²=1. point in space T=400xyz on the…

A: Given,T(x,y,z) = 400xyz2 subjected to g(x, y, z) =x2+y2+z2-1 = 0

Q: Q1: (B): sketch the following waveform in(degree, radian, and time) abscissa 10sin (377t +30°)

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Q: Find the volume of the solid whose base is the semicircle y = √4-2 where -2 ≤ x ≤ 2, and the cross…

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Q: Express the limit as a definite integral on the given interval. cos Xi lim Ax, [3π, 5π] 818 X₁ 5m 3m…

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Q: Show the function f(z) = z (z) is conformal at 0 and f'(0) = 0. Does this function violate our…

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