Draw the front and right views of the solid below. Front Right

Q: 13) For what values of K is 9x² + kr+16 a perfect square?

A: Here we have to find value of k for which the given quadratic equation is a perfect square.  Note:-…

Q: 8. Differentiate the following: A. h(x) = (2x+1)' (4x-3)² 2x+1 B. g(x)=. 2x-1

A: The solution of the questions A and B is given below

Q: An augmented matrix is given as- a11=2 a12=3 a13=4 b₁=9 a21=5 a22=-2 a23=2 b2=-1 a31-4 a32=6 a33=5…

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Q: a.) Let n ≥ 1. Define U(n) = {U € Mnxn (C): U is unitary}. Show that U(n) is closed under (i) taking…

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Q: Consider the surface S, which is the part of the sphere x² + y² + z² = 4 inside the cylinder x² + y²…

A: for finding the area of S, where we use surface area integral with the surface element by   dS =…

Q: 2. Find a unit vector which is perpendicular to the surface of the paraboloid of revolution z = x² +…

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Q: The arc length function for a curve y = f(x), where f is an increasing function, is s(x) = (a) If f…

A: Given: Arc length for y=fx is sx=∫0x7t+10dt. To Do: (a) Find the equation for f, if f has…

Q: 19. r(t) =(√2t, e', e^¹)

A: Given: rt=2t, et, e-t. We have to find the unit tangent vector and unit normal vector. Also, we have…

Q: Exercise 2. Fun geometric example. Let AC R² be A = ({x² + y² 0}) U {(±2, 0), (0, 1), (+2√2, 2√2)}.…

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Q: Find an LU and LDU' factorization of the matrix A. A= 435 895 8 -3 24

A: Use the row operations on A=4358958-324 to get the upper triangular matrix U. Let the lower…

Q: Determine a matrix H such that H¹MH is diagonal or Jordan: (2 0 1 0 0201 0020 000 2, M₂1

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Q: At noon, ship A is 10 nautical miles due west of ship B. Ship A is sailing west at 23 knots and ship…

A: . the initial distance between two ships is d=10 miles (at noon) speed of ship A is dA/dt=23 speed…

Q: x 1 2 f(x) 1 2 3 f'(x) 2 g(x) 4 1 g'(x) 4 1 3 3 1 2 2 If h(x) = 74 4 4 4 3 Submit Question 3 If h(x)…

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Q: Approximate the definite integral determine which of R4, L4, and M4 is: o a lower bound for the…

A: The given integral is ∫02x2dx. To find: a) The value of the integral using the Reimann Sum R4 , L4 ,…

Q: 10 ft 3. Use Triangle Sum theorem 1. Draw a line to divide into shapes 35 ft 4. Use Law of Sines to…

A: The objective is to calculate the required angle. Label the vertices.

Q: tate The Order Of The Differential Equation And Determine Whether It Is Linear.

A: Given that the differential equation i.e.       (i).   dydx=x2-y2.

Q: k=

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Q: Angela deposits $5000 into an account with an APk of 4.4% for 10 years. Find the future value of the…

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Q: An element x of a ring R is idempotent if x2 = x. (a) Find four idempotent elements of GL(2, R (this…

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Q: ind a particular solution to the differential equation -22²-11-11+5² 2y3y + ly=-2t² + 1t+le².

A: Given differential equation is ,         2y''-3y'+1y= -2t2+1t+1e2t (.)    1f(D)ea t= 1f(a)ea t  ;…

Q: sequence: Find an explicit sequence formula that will generate the following 8, 9, 11, 15, 23, ...

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Q: Prove that for all natural numbers n ≥ 4, 2n < n!

A: n is the natural number and n≥4. We have to prove 2n&lt;n!.

Q: dyxy + 2y - x - 2 xy − 3y + x − - 3 dx xy

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Q: Find both a basis for the row space and a basis for the column space of the given matrix A. 4 12 4…

A: The given matrix A=41-581224134-252-25121232. We have to find the basis for the row space and column…

Q: Find a redundant column vector of the given matrix A, and write it as a linear combination of…

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Q: Determine, in function of the parameter a € R, the limit cosx-ex² + x log(cosh.x) x = sinh x lim…

A: limx→0+cosx-eαx2+xlog(coshx)x-sinhx=limx→0+-sinx-2αxeαx2+log(coshx)+xtanhx1-coshx[by L'Hôpital's…

Q: Exercise 5.9 Let pu: R³ → U be the orthogonal projection onto the subspace U = {(x, y, z) = R³ :…

A: Given: The orthogonal projection, pU:ℝ3→U onto the subspace U=x,y,z∈ℝ3:x-y-z=0.   To determine: The…

Q: Consider Z[√2] = {a+b√2 | a,b € Z}. a. Show that + in Z[√2] is a binary operation. b. Show that…

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Q: 1. Differential matters of (scalar) functions Let the (scalar) function f (x,y) in 2 variables, x, y…

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Q: Evaluate the surface integral. y² ds, S is the part of the sphere x² + y² + 2² = 1 that lies above…

A: To Evaluate the surface integral. ∬Sy2 dS, S is the part of the sphere x2+y2+z2=1 that lies above…

Q: Find the approximations TM and S, for n = 6 and 12. Then compute the corresponding errors ET, EM,…

A: Given: We have to find the approximation Tn,Mn and Sn for n=6 and 12, and also we have to compute…

Q: Solve the problem. [:] Determine if the set {V₁, V₂, V3} is linearly independent. Let V₁ = [3]. V2 =…

A: The given vectors are v1=1-36, v2=-38-4, v3=2-2-2. We have to determine whether the set v1, v2, v3…

Q: Consider some perpendicular unit vectors v₁, v2,.., um in R". Show that these vectors are…

A: Given: v1→, v2→, . . . , vm→ are perpendicular unit vectors in ℝn. To Show: These vectors are…

Q: h(x)=2x^4+5x^3+29x^2+80x-48  Zero:-4i The remaining zeros of h are

A: h(x) = 2x4 + 5x3 + 29x2 + 80x - 48 We know, if a complex number is a zero of a polynomial, then its…

Q: 1711 x tan x) dx + ln|cos x|dy = 0 Y

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Q: Subspaces of R 1. Find a basis for Col A and a basis for Nul A. 459-2 651 12 348-3

A: The given matrix is A=459-1265112348-3 We have to find the basis for ColA and a basis for NulA.

Q: Exercise 5.11 Let U = (x + y = 0; z+ t = 0} di R¹. Determine, by writing its matrix in a basis, an…

A: Given that U=x,y,z,t: x+y=0;z+t=0⊂ℝ4. We need to find an endomorphism ϕ of ℝ4 such that ϕ is the…

Q: 2. Consider the sets:   A = {red, green, blue, black} B = {red, yellow, orange} C = {red, orange,…

A: The given sets are A = {red, green, blue, black} . B = {red, yellow, orange}C = {red, orange,…

Q: Consider the following double integral where R is the region in the xy-plane that is bounded by the…

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Q: Solve using complex analysis: 1²t Jo 5-4cos(0) 2 cos(30) -do

A: Given: ∫02πcos3θ5-4cosθdθ. We have to solve using complex analysis.

Q: M8 For which a does Σ n=2 1 n (In n)a converge?

A: To find the values of "a" for which the series∑n=2∞1n(ln n)a converges, use the integral test. Note:…

Q: Exercise 4.8 Let A = 1 0 0 -1 -1 1 a) Say if A is diagonalisable over R and, if that's the case,…

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Q: Find the general solution. Otherwise state that there is no solution. *Please show all work. 10 6 2…

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Q: Determine whether the following series converge. Rigorously justify your answers (using the…

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Q: [2] Find the product for: 1 0 1 0 2 1 1 0 2 0201 1 0 1 0 ||

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Q: Exercise 5.15 Decide if the following matrix represents an isometry and, if so, tell of which type 1…

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Q: We suggest you use technology. Graph the region corresponding to the inequalities. 0.2x+ 0.3y 27.2…

A: Dear Bartleby student,according to our guidelines we can answer only three subparts, or first…

Q: 2. Let H be the set of all vectors of the form claim. 2t 0. Is H a subspace of R³? Show your

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Q: Zero Divisors: Let R be a ring, a, b, c ∈R, and fix m ∈Z. (a) Show that S = {r ∈R : mr = 0R } is a…

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Q: Exercise 5.8 Let U = ((1,0, 2), (1,2,0)) and W = ((1,-1, 1), (0, 1,0)). a) Determine, if it exists,…

A: Since you have asked multiple questions, we will solve the Question (a)  for you. If you want any…