in boards a Ferris wheel at the 3-0'clock and rides the Ferris wheel for one full rotation (as shown below). Th eters. Let s represent the varying number of meters Kristin has traveled along the circular path since the ride Kristin 0:00 / 0:11

Q: -3 = 10 and i =

A:

Q: Show that the following are equal using set identities. Provide the correct solution with the name…

A: To show that  C¯∩C-B∩C∪A∩B-B∩C-A=∅

Q: write o,154623 as frace on

A:

Q: 3. Suppose we have Conic described by 2nd-degree equation in the plane : 9y2 + 4x2 = 16 a. Find the…

A:

Q: Evaluate L-1{- 2 (s? + 49)(s - 5)

A:

Q: Find a formula in terms of k for the entries of AK where A is the diagonalizable matrix below and…

A: Use matrix diagonalization, to obtain the solution. The diagonalization of the matrix A is given by…

Q: Given that A = (0,5), B = [- 3,1] and C = [0,0). Graph the number line and solve the following: (i)…

A: The given intervals are A=0, 5, B=-3, 1 and C=[0, ∞). We have to sketch the graph of the number line…

Q: (b) The equation 7x2 - 3xy + 5y² + 4x - 16y- 121 = 0 represents a non-degenerate conic. (i)…

A: We have to find the type of conic of given equation

Q: 14. In each part, use the given information to find the rank of the linear transformation T. a. T:R'…

A:

Q: The slope of the surface z = ry in the r-direction at the point (2,3) is slope of this surface in…

A: The equation of the given quadric surface is z=xy2. A generalization of the conic section in the…

Q: sin x – e-* = 0, [0,1]

A: Given sinx-e-x=0, 0,1

Q: Let be the function f defined on R by { si x 0 f(x) = 1. Determine the 3 regions a, b and c such…

A:

Q: Give an example of a single sequence that meets all the following criteria, or explain why this is…

A: This is not possible.   Result : every bounded below and decreasing sequence of real numbers are…

Q: Suppose that (Sn) and (t„) are convergent sequences with lim s, = s and lim t, = t. Then b) lim…

A:

Q: (b) There exists LE R such that L4 Size(O(n)).

A: Given below clear explanation

Q: The weekly demand for cortisone cream at a major drug store chain in Spokane is 135 units at a price…

A: Introduction: When the dependent variable changes with the independent variable linearly, the…

Q: Differentiate Numerical Methods and Analytical Methods

A: Sol

Q: Let: U = (a, b, c, d, e, f, g, h, i} A = {a, c, d, f, g, h} B = {b, c, d, e, i} Find (A U B). O (a,…

A: Given that,U=a, b, c, d, e, f, g, h, iA=a, c, d, f, g, hB=b, c, d, e, iThe set A∪B' is determined as…

Q: Evaluate f(0). F(s)= (s²+4)² Round-off to whole number. Answer:

A: Given that: Fs=s2+ss2+42To find: the value of f0.

Q: Aayush and Abbey have the following system of differential equations da dt -5 x + 12 y dy = -2 x + 5…

A:

Q: Solve the system of equations by graphing: S-3y + 6x 18 %3D 2x 6 If the system is inconsistent (has…

A: Solution:    (x,y)= (x, 2x-6)

Q: Q3: For a linear system, if you given the following: 3. -0.1 -0.2 [U]= 0 7.00333 -0.293333 [L]…

A: Given that U=3-0.1-0.207.00333-0.2933330010.0120   and L=1000.0333333100.100000-0.02713001 their…

Q: Factor these two matrices into A = XAX-1: [1 2] A = X = A = [1 1] A 3 3 X = A = (Note that you must…

A:

Q: 6. Name three distinct geometric situations in which the graph of a function would fail to be…

A: We have to describe the three distinct situations geometrically, in which the graph of the function…

Q: 2 Find the extremum of z = x ?+ y subject to x + 5y = 4. Set up the Bordered Hessian matrix to…

A: here we can use Lagrange's Multiplier method to solve this question and then we use Hessian matrix…

Q: 5. 5 23% 12 - 5 8.

A:

Q: Question 11 Let k be a real number and let ( be the line whose equation is given by 1 1 +t teR. k If…

A:

Q: Solve the initial value problem for transverse vibration of a taut string of length L which is…

A: Sol

Q: 1 power series representation for E (5 + x)?

A:

Q: + y4 + z4 = 3x?y²z?, (1, 1, 1) (a) Find an equation of the tangent plane to the given surface at the…

A:

Q: 'ind the standard matrix of the linear transformation T : R² → R³ that satisfies T(1,1) = (2, 1, 0)…

A: Linear transformation and matrix

Q: Use (a) fixed-point iteration, (b) bisection method, (c) false position method to find the solution…

A: The function given is as follows: x-22-lnx=0 (a) We are asked to find the root using the fixed-point…

Q: alue of the pur C: |z| = (:-1)(z-

A:

Q: Let '–12] 9 -3 and ÿ= 10 -6 Use the Gram-Schmidt process to determine an orthonormal basis for the…

A: The solution is given as

Q: (a) Find the inverse of the matrix 3 -6 -4 A = -9 -4 1 -2 -1 A-1 (b) Use the answer from part (a) to…

A: According to our guidelines we can answer only one question and rest can be reposted.

Q: A television programmer is arranging the order that three movies will be seen between the hours of 6…

A: There are several powerful methods for counting objects and sets of objects without actually having…

Q: symmetric matrix and A1 and alues of the matrix. The 2 1 gen vector is 2 and 1

A:

Q: Let -2 -3 3 4 2 and let W the subspace of R4 spanned by i and v. Find a basis of W+, the orthogonal…

A:

Q: If ||v|| = 6 and ||w|| = 4: What is the smallest possible value of ||v What is the largest possible…

A:

Q: Consider the quadratic function f: R3 →R defined by f(X) = xỉ – x1x2 + x – x2x3 + x3 + 1 A: Express…

A:

Q: 33. (3) If f and g are analytic functions, then so is their product fg, hence it has a power series…

A: note : As per our company guidelines we are supposed to answer ?️only the first question. Kindly…

Q: [3 Compute the natrix exponential e4t for the diagonal matrix A = !!

A:

Q: A manufacturer of skateboards offered a 7/5/2 chain discount to many customers. Bob’s Sporting Goods…

A:

Q: Compute the line integral -xdy + ydx 2(x-y)2 + 4xy where L is the circle (1-x)2 + y? 3 with a…

A: We will find parametric equation of L and then convert whole equation in parametric form

Q: The day after, their class decided to pick a president. Despite telling the class they did not…

A: We will find respective probability and then use exhaustive events property .

Q: s defined by + x). The value o ind off to 1 decimal

A:

Q: If the region R is bounded by the inside of the circle, x?+ y? = 9 then : %3D dA=2π (e' ). VxZ +y?…

A:

Q: A boundary value problem is defined by the following DE and boundary conditions. d'u +x = sin dx px…

A:

Q: For which value of k does the matrix -3 k A : 7 -1 have one real eigenvalue of multiplicity 2?

A:

Q: Find the angle a, in radians, between the vectors -5 and 3

A: Use the formula of angle between the vectors to solve the question.