Q2 correct answer

Q: f(t) = 2t2 + 4t – 3 4+2s-3s? А. 4+4s-3s? С. s3 s3 2+2s-3s2 В. 2+4s-3s2 D. s3 s3

A:

Q: 3 zdz =? 8/3 4 4/3 12

A:

Q: f(t) = 2t² + 4t – 3 4+2s-3s? А. c 4+4s-3s? С. s3 2+2s-3s2 В. 2+4s-3s2 D. s3

A:

Q: Exercises 6.1 In Exercises 1-8, show that the given set of functions is orthogonal with respect to…

A:

Q: Find the future value, using the future value formula and a calculator. (Round your answer to the…

A:

Q: Find all proper nontrivial subgroups of Z, x Z, x Z. Find all subgroups of Z; x Z4 of order 4.

A:

Q: Find the Galois group of the splitting field of x + 2 over Q and identify the automorphism and the…

A: Solution :-

Q: Find all the asymptotes of the curve 3x3 2x2y – 7xy? + 2y3 – 14xy+7y² + 4x + 5 = 0 ?

A:

Q: y inding a planar drawing. 2. 4.

A:

Q: D Derive Quadrahic lagrange Model Show Lagrange Model Quadratic Polynomial 2) as dy=axs bx tc ax*+…

A: 1. Lagranges quadratic model is the approximated second-degree function that passes through 3…

Q: A bag contains three red marbles, two green ones, one lavender one, two yellows, and three orange…

A: It is given that there are three red marbles, two green marbles, one lavender marbles, two yellow…

Q: 5. (Ci | Show that L{e"t"} = n! in two ways: (s- a)n+1 (a) Use the translation property for F(s).…

A:

Q: The area under the curve is negative, if z value is also negative. True or False?

A:

Q: How do you choose the best Linear Regression training strategy to utilise when you have a large…

A:

Q: (a) A right triangle with legs (the sides including the right angle) of length 3 cm and 5 cm How…

A: (a) Let b be the length of the side opposite the right angle. Using the law of cosines to solve for…

Q: Solve the initial value problem below using the method of Laplace transforms. - 4t y" - 16y = 16t –…

A:

Q: One of the stationary points of the Uncuon Is this a maximum or minimum point of the graph?

A: Given: y=4x5-6x3+x2-2 The stationary point is (-1,1).

Q: Q3) By using Graphical Method. Find the optimum solution of X1 and X2 that the maximize Z=X1 + X2…

A:

Q: How many distinct cosets are there in the factor ring Z[i] / ? Explain your answer.

A: Given: Let's determine the number of distinct cosets of the factor ring ℤi3+i.

Q: Use induction to prove: for any integer n > 1, 3|(n – 4n + 6). Hint: this question is case…

A: We have to prove the given statement using induction method.

Q: . Use Taylor's neries, to prove that ein z tan (x+ h)3tan" % + (h sin z). sin 3z sin 2z + (h sin zj…

A:

Q: f(t) = sin* 3t A.G 12 24 + s2 +36 8 (s2 +144 B. 8 \s2+144 . (t 4s + s2 +36 c. * ) D.(14 12 24 С. 8…

A:

Q: Consider such a definition average distance, which is the average distance over all pairs of nodes…

A:

Q: PROBLEM 12.1 The potential energy of a simply supported beam of length I sustaining a load at the…

A:

Q: Evaluate solution of initial value problem y"- 4y' + 3y = 6t – 8, y(0) = 0,y'(0) = 0 by using…

A: The Laplace transform of the function f(t) is represented as F(s) or L[f(t)], it is defined as…

Q: Express 1+ cos a + i sin a in the modulus amplitude form.

A:

Q: ミ xy

A:

Q: Let A ∈ Mn,n be invertible. Show that |det(A)| is the product of the singular values of A.

A:

Q: Let R = {(x, y) € R² | In y <r <1n1< y< e} and let S be the surface defined by the vector function…

A: First we find the region of (u,v) such that the projection of surface on xy-plane is R.

Q: Consider the permutation T = (taq gblvxh)(n skwfue)(ycodjr)(pzmi).

A:

Q: Consider the matrices A = and B = 0.5 -0.5|. -1 0.25 0.25) Is B the inverse of A? OTrue OFalse

A:

Q: J2005 is divided by x-a. (i) Show that 2a3 + a² – 13a+ 6= 0. (ii) Solve this equation completely.

A:

Q: 5. Compute sin a e + 3e¬z

A:

Q: Find all proper nontrivial subgroups of Z; × Z, x Z;. Find all subgroups of Z; x Z, of order 4.

A:

Q: A paper drinking cup in the shape of a cone has a height of 10 centimeters and a diameter of 8…

A:

Q: The set of all even integers 2Z is a subgroup of (Z, +) Then the right coset -5 + 2Z contains the…

A:

Q: The equatiokn  Y = (x,y)T  is given as a vectorfunction with 2 components and A = table below 3 2 2…

A:

Q: Definition of Laplace Transformation. Definition Let f(t) be a function on [0, x). The Laplace…

A:

Q: Using Gamma function evaluate xe-3x dx.

A:

Q: [17] For each of the following equations, • find general solutions; • solve the initial value…

A:

Q: For the given polar curve, identify the conic, find the equation of the directrix, and sketch it: r…

A: Conic Section : A conic section is a curve obtained as the intersection of the surface of cone with…

Q: 2. Given matrix M below, sin? A sin A cos A cos² A M = |sin? B sin B cos B cos² B Lsin² C sin C cos…

A:

Q: A parachutist of mass 52.4 kg jumps out of a stationary hot air balloon. Use the equation in photo…

A: Introduction: When an equation is given, we can determine the function value by putting different…

Q: If f" (z) (known) is the second derivative of f (z).(an unknown function) thenS f" (x)dzis. f' (z)…

A:

Q: 4 Si Vadz = 14/3 14/3+can unknown constant 16/3 not calculable 5 If f" (z) (known) is the second…

A:

Q: Let R be the ring of continuous functions from R to R. Prove that M = {f e R : f(0) = 0} is a…

A: To show that the given subset M of R is a maximal ideal, we first show that M is a ideal of R and…

Q: x, + 2.x, +3x, = 3 For the linear system 4x, + 5x, + 6.x, = 3, find the minimum norm solution. %3D…

A:

Q: In Sl units, the position x of a spring-loaded electromagnetic valve varies over time t in the…

A:

Q: Question A1 Consider a vector field F= 2x° yị +x'j., and a curve C defined by the equation y = 2x².…

A:

Q: For a fish swimming at a speed v relative to the water, the energy expenditure per unit time is…

A: For relative maximum or minimum To maximize or minimize  a function f(x) 1st we need to find its…