answer this for me please

Q: A confectioner sells two types of nut mixtures. The standard-mixture package contains 100 g of…

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Q: What is the DC component of the periodic function given below? |ƒ(x) = { ₁₂ x -π<x<0 0<x<T -x

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Q: Problem I Determine for which values of the real parameter a the following matrix is not invertible.…

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Q: (3) Determine wether the following a function or not and for functions check if if the function is…

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Q: Question 2 Find the work done by F over the curve in the direction of increasing t. F = -9yi + 9xj +…

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Q: Calculate the constants of the results of X and Y of the equation (x² = − 1² x + 1/2 y y' = ²x - ²y…

A: Given:  x'=-13x+112yy'=13x-13y   x0=20y0=12 To find X and Y.

Q: Let C be the curve defined by the following system of equations: √x+6y²-2²=0 3y = z

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Q: Question 24 Using Green's Theorem, find the outward flux of F across the closed curve C. F = xyi +…

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Q: an orthogonal basis for the column space of 6 -4 2 L6 -1 0 0-2 - 1 0 - 1 0

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Q: Verify Stokes' theorem for the helicoid (r, 0) = (r cos 0, r sin 0, 20) oriented upwards, where 0…

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Q: x+1 y-3 Find the equation of the plane containing line =

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Q: Assuming in GF(2) perform the following polynomial division: x² + x6 + x² + x³ + x² + 1 divide by x³…

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Q: Consider the following model: Max 6x + 2y S.T.: 1) x + 2y ≤ 60 2) 3x + 2y ≥ 70 3) y ≥ 5 4) x,y ≥ 0.…

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Q: 1. Solve (D² + 1)y = cotx csc x 2. Solve (D2+3D)y= -18x

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Q: Using Green's Theorem, compute the counterclockwise circulation of F around the closed curve C…

A: We can find the integral by using Green's Theorem.

Q: 4. Consider the Cubic Equation: x³ +3x² = 8x +30 a. Reduce the cubic equation through a change of…

A: The given cubic equation x3+3x2=8x+30 can be rearranged to the standard form as: x3+3x2-8x-30=0 A…

Q: ILLUSTRATION 4.25 x-2_y-4 x-1--2-2-3 and X-2-425 Also Find the shortest distance between the lines…

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Q: In the United States you can commonly purchase cans of Coca-Cola with a volume of 7.5 fluid ounces…

A: Given  In US , volume of coca cola = 7.5 fl.oz  Which is equivalent to 222 ml ,  We need to find…

Q: n = 3. If f(x) = e* - 2, 0≤x≤ 2, find the Riemann sum with 4 correct to six decimal places, taking…

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Q: Let B be a 2 x 2 matrix such that 7B²-5B+31 = 0. Is B invertible? It so, what are the eigenvalues of…

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Q: 6. Find a such that 1 1 ¹ + ² + ( 1 ) + ²√ ( ? ) + · .. 2 3 . + n 1 n+ 1 (2) = a n+ 1

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Q: (a) How many nonnegative integer solutions are there to the equation ₁ + x₂ + x3 + x₁ = a? (b) How…

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Q: Consider the following linear programming problem: Max Z= 15 x₁ + 16 x2 s.t. 20 x₁ + 10 x₂ s 60 X₁ +…

A: We have to find the lower bound of the x2 coefficient.

Q: 3ydx + - 7zdy + dz where C is the intersection - Use Stoke's Theorem to evaluate the line integral V…

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Q: Prove or disprove. Let A, B and C be sets. If AxC=Bx C, then A B

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Q: Find the equation of the parabola that passes through the given set of points. (-2,1), (2,-7),…

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Q: If * represents convolution, determine the Laplace transform of f(t) = 12t * e-3t

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Q: The graph of a function f is given. Estimate fo f(x) dx using four subintervals with (a) right…

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Q: rove that let p be a prime and f(x) = ao + a₁ + a₂x² + ... e such that an #0 (p), then the…

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Q: 21: Slope Fields. (1.3) I can use a given slope field to sketch a solution to a first-order ODE.…

A: Slope field and solution curve

Q: 2 (22) (^²+ + ²)^ 2 1 20 = Convergence

A: Root test for converges

Q: - Z= 5(cos60° + jsin60°) (7/40°) (6-j5)-4e-j5

A: The given problem is to evaluate and simplify the given complex expression.

Q: (1) A = {x|x € R+ :even numbers< 10}, B = {r € Z\x² + 1 = 0}, C = {1,5}. Also assume the Universal…

A: The given problem is to find the following sets identities for the given following sets A,B and C.

Q: Find the mass of the lamina that is the portion of the cone z = z = 1 and 2 = 4 if the density is…

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Q: Use the Divergence Theorem to calculate the flux of the vector fields F₁ = −4zi + 4xk and F₂ = −4zi…

A: Given That : Vector Fields are F1→=-4zi^+4xk^ and F2→=-4zi^+1-4yj^+4xk^  To Find : Using the…

Q: Let P be an elliptic paraboloid whose vertex is at (0,0, 12) and which intersects the zy-plane in a…

A: We will start with a general standard elliptical paraboloid and then adjust it to satisfy given…

Q: 1-i<z-i<3-i 12+(-1)2<z-i<32+(-1)2 2<z-i<10 I  dont understand this

A: As you didn't understand the line so, i rewrite in below step.

Q: Find the characteristic equation of the given matrix. [8-15 2] 031-1 0 0-6-6 0 0 0-5] A =…

A: The given matrix is A=8-1    5   20   3   1-10   0-6-60   0   0-5 We have to find the characteristic…

Q: Use the Shell Method to find the volume of the solid obtained by rotating the region bounded by y =…

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Q: + = The region formed by y revolved around the y-axis. 3x - x³, y = 2, and y-axis is Find the…

A: A region R is given which is bounded by y=3x-x3 and y = 2. One has to determine the volume of the…

Q: z = sinh-15ej2

A: The given expression is z=sinh-15ej2. The objective is to evaluate the value of the given…

Q: 1. Consider the surface defined by z = x2 + e9y ln(x-y). Let f(x,y) =  x2 + e9y ln(x-y). ○ Compute…

A: The given problem is to find the gradient vector of the given surface at point and to find the…

Q: Theorem 8.5. Let x 2100. We have (x) > log loga.

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Q: у У1 Уз Уч У 4 | Уб 6 У 7 У 7 64 If y = cos ax, prove that У 2 5 = 0, where y, Ув 8 = dr ту. dx'…

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Q: Evaluate the integral [] exp(-5x² − 2xy − 5y² + x)dxdy R2

A: The rule for a Normal density function is fx,μ,σ2=12πσ2e-x-μ22σ2 where the mean of the distribution…

Q: Graph the following function using transformation techniques: f( x)=-3(x+2)^ Description, order of…

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Q: 10. Let G be a finite group and a € G. Use Lagrange's Theorem to prove that the order of a divides…

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Q: If y = X 3

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Q: a) Evaluate £{est}. b) Evaluate L{(t− 3)² + sin 7t + cos 8t} c) Use the Laplace transform to solve…

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

Q: If W is a subspace in an inner product space V and V = W + W, prove that V = WW¹.

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