Explain why cannot be a) What are hypersurfaces? ace higher-order hypersurface drawn. How will you explain hyper- surface mathematically?

Q: If the Composite Trapezoidal rule with n = 2

A: Given that                               f(0.25)=f(0.75)=β if the composite trapezoidal rule with n…

Q: QUESTION 22 Which of the following is a regular tiling of the plane? OA. OB.

A: Let us solve the given question regarding regular tiling of a plane in the next step.

Q: The left, right, Trapezoidal, and Midpoint Rule approximations were used to estimat 2 [f(x) dx,…

A: The estimate is used to∫02fxdx through left, right, Trapezoidal and Midpoint Rule approximations.…

Q: Neme Find the area (in sq.units) of each figure K

A: We are authorized to answer three subparts at a time, since you have not mentioned which part you…

Q: Taylor series for the function below ends ? with (x) to the power 2 f(x)=x² + x² +1, a = -2

A:

Q: volume of the solid generated by revolving the region about the given line. a.) State the volume…

A: Introduction: The washer method refers to this application of the slicing procedure. Because the…

Q: solve the following linear programming problem by applying the simplex method to the dual problem…

A: Let us solve the given LPP using Dual simplex method in the next steps.

Q: Find the Wronskian of two solutions of the differential equation t²y" — t(t − 3)y' + (t − 6)y = 0…

A:

Q: Find distance from point A(1,2,1) to the plane containing the three points B(2,2,4), C(-1, -2, -3) &…

A: Important guideline: As you posted three different questions that are not interlinked to each other…

Q: (b) Use the fast factoring algorithm to compute 213 (mod 29).

A: (b) Exponentiation property: AB(mod c)=A mod cB(mod c) Since 213 is a really large number we split…

Q: Consider the following differential equation: d² u =f dx² du(1) dx du (0) = α, a ER dx where x € (0,…

A: As per the question we are given an initial value problem as : -d2u/dx2 = f With initial condition :…

Q: A page printed must contain 60sq. cm. of printed material. There are to be margins of 5cm. on either…

A: Let us consider the length be l cm and width be b cm of a rectangle Thus, the area of the rectangle…

Q: 2. Solve the outgoing signal problem Utt- c²uxx=0, x > 0, -∞0 <t<∞0; ux (0,t) = s(t), -∞0 < t < 00,…

A: From the above details we have,

Q: . Find the acute angle between the line joining A(1,2,3) and and the plane containing point…

A:

Q: al icles per hou

A: The given figure show a network of one-way streets with traffic flowing in the direction indicated.…

Q: Compute the determinant using a cofactor expansion across the FIRST row. (read carefully)

A:

Q: 2 [2D+5 2D + 31 D-2 ²D + ₂10²) = {²} 2

A:

Q: If f(x, y) = x cosy + ye*, find a2f дхду

A: Partial derivative: A partial derivative of a function is defined as the derivative of the function…

Q: P problem, there us linear

A: The assumptions are given as,

Q: An artist can complete 11 drawings each month. Currently her portfolio contains 50 drawings. How…

A: Given: An artist can complete 11 drawings each month and her portfolio contains 50 drawings. To…

Q: Find values for the the entries in the first matrix to satisfy this equation: 0 0 5 -10 -4 7 0 0 -1…

A: We have to find the entries of the first matrix satisfying the given matrix equation. Let us denote…

Q: Find Maclaurin series generated by the :function -X et te 2 1+ 4 2! 4! + x2n (2n)! A) O

A:

Q: Home Work: Solve the following system of equations. 4 8 0 6 -2. X₁ 4 4 X2 9 1) 2 -1 2 -1 -3 -4X3 -6…

A:

Q: Perform the indicated operations. Leave the result in polar form. [50(cos 236° + j sin 236°)][2(cos…

A:

Q: Suppose that f(x, y) = x +y on the domain D = {(x, y) | 1 ≤ x ≤ 2, x² ≤ y ≤ 4}. D a Then the double…

A: Here given  fx, y=x+y and the domain is given as D=x, y:1≤x≤2, x2≤y≤4

Q: (d~ ^b) → (b←d)

A: we have to find the truth table for (p→q)⇔(q∨~p)

Q: Determine the length of the third side of the right triangle. Write the answer as a simplified…

A:

Q: nd the standard polar form of cos +50 sin + √6 cos+j√6sin+√15 cos- j√15 sin T cos ²7+j24 sin 3…

A: The standard form of z=r cosθ+i rsinθ z=reiθ Where,  r=r2cos2θ+r2sin2θ and θ=cos-1rsinθrcosθ

Q: 6. Let f(r) be a function such that: | ƒ(−1)| ƒ'(−1) | ƒ"(-1) | ƒ""(-1) | ƒ(4) (-1) | ƒ(5)(-1)…

A: The Taylor series of a real or complex-valued function f (x) that is infinitely differentiable at a…

Q: 3Fn-Fn-2 = Fn+2

A: Now, for Fibonacci sequence Fn, we have: Fn=Fn-1+Fn-2 So,…

Q: An artist can complete 11 drawings each month. Currently her portfolio contains 50 drawings. How…

A: An artist can complete 11 drawings per month. Currently, there are 50 drawings in her portfolio.…

Q: Write each of the following sets in correct roster notation: (a) {n % 5 : x ∈ N} (b) {x ∈ N : x 2 ≤…

A: (a) Given set is ={x%5:x∈N} The elements of the set are remainders obtained by dividing by 5. So,…

Q: Find the coefficient of the given term when the expression is expanded by the binomial theorem. x²y…

A: Here we can use general expension.

Q: Show the surface area and volume of a sphere with radius ris 4πr²

A: To show that the surface area of a sphere is 4πr2

Q: Problem 3. Use a recursion tree to determine a good asymptotic upper bound on the recurrence T(n) =…

A:

Q: Suppose that a large mixing tank initially holds 1200 L of water in which 25 kg of salt have been…

A:

Q: Which of the following series converge? (i) Σn=1_n²+2 2n² +∞ (ii) Σ in= (ii)Σ+3# O (i) and (iii)…

A: Explanation of the answer is as follows

Q: :The partial derivative (fy) for the function 7sin (x²), (f(x, y) = COS (2y)

A:

Q: 4. The height of a sunflower was recorded every seven days as it grew. Day 7 14 21 28 35 42 Height…

A: Here we find the exponential regression equation for the given data using normal equations. And then…

Q: Given l₁ : r = (1, −2,) + t(1,1) and l₂: r = (2,0) + s(-3,-3) determine if land l will intersect or…

A: Let the equation of line L1 be x1=a1+b1t, y1=c1+d1t and the equation of line L2 be x2=a2+b2s,…

Q: Home work Əw 1. If w = xn f() show that x Əx +y Əw ду = nw where n = integer.

A: Introduction: In mathematics, differentiation is the process of determining the derivative, or rate…

Q: Solve the problem. Find the general solution of the homogen X1 + 2x2 3x3 = 0 4x1 + 7x29x3 = 0 -X1 -…

A:

Q: 6) Solve ау " хсобу

A:

Q: The velocity (in feet/second) of a projectile t seconds after it is launched from a height of 10…

A:

Q: Consider the eigenvalue problem X" (x) -pX(x) = 0 (0 < x < 1) X'(0) = -X(0), X'(1) = -X(1), where p…

A: Given  X''(x)-pX(x)=0  , 0&lt;x&lt;1 …………………1 Boundary condition: X'(0)=-12X(0) , X'(1)=-X(1)

Q: Find the absolute maximum and absolute minimun of the function f(x)=8x3 +81x2−42x−8 on [−8,2].

A: Given  f(x)=8x3 +81x2−42x−8 on [−8,2].

Q: Determine the length of the third side of the right triangle. Write the answer as a simplified…

A: Introduction: The formula of Pythagoras theorem for a right-angle triangle with sides A, B, and C is…

Q: 5 37) [D + 1 LD + 3 Solve the following simultaneous linear D.E. 2D + 11 et +10) = {²} 4D + 111 -2t

A:

Q: Find the Taylor series generated by fat x=a for the following function 1 f(x)=, a=1

A: We have to find the Taylor's series for the given function.

Q: Q3: Answer the following: a) Use Cauchy-Riemann equations to test whether f(z) is analytic. Here…

A: Here given function  fz=z+iRez-eizorfz=z+iRez-cosz-isinz   .......1 Now consider z=x+iy Then…