QUESTION 8 If tsintcostat 1 tsin?t + At + Bsin2t Cis evaluated using IBP : what is the value of A +B ? O A. 1 4 O B.O Oc. 1 8. OD. 1 4

Q: QUESTION S Find lim f(x.y). Let f(x,y) = y- (0,0) Ob1 Oc-1 Od1/2 Oe Does not exist. Save A Click Sav...

A: There is no such introduction for the solution.I have explained it within the solution.Please go thr...

Q: L{sin(3t +2)} O(s sin (3) + 2cos (3))/ (s^2+4) O (s sin (2) + 3cos (2))/ (s^2 + 9) O (s sin (3) + 2c...

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Q: Melissa's grade in her math class is determined by three 100 -point tests and a 200-point final exam...

A: The mathematical expression "x is at least y" can be written as x≥y.

Q: 1. Let ci = V2, and cn+1 show Cn is bounded and monotone. Then use a common trick to find the limit....

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Q: Solve the following initial value problem: y'(x² + 4) = 2xy y(2) = 2

A: Introduction: A differential equation is an equation of the form that contains a derivative. Differe...

Q: 9. The line XY is a tangent to the circle centre O. Work out the size of the angles marked a, b and ...

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Q: Suppose now we allow negative edge weights. Then we can get a graph of score (2,0,0), which is of co...

A: Given that, we allow negative edge weights. Then we can get a graph of score (2,0,0), which is of co...

Q: Let a,b,c be intergers with gcd(a,b)=1 and c|(a+b) (c divides a+b). Prove that gcd(a,c)=1 and gcd(b,...

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Q: The weekly demand and supply functions for a special tent are given by p = −0.1x 2 − x + 40 p = 0....

A: Please find attachment for the details solution

Q: What are the 8-bit two's complements for (121) and (-94)? 121 -94 > When the 8-bit two's complements...

A: Please find attachment for the details solution

Q: Tori Chang and Kai Chang sell cookies for Girl Scouts. Over the past 6 months they sold 110 boxes of...

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Q: Show that || Ar +b|3 cTx +d f(x) = {x |c"x +d > 0}, where A E RmXn, bE Rm, c€ R" and d e R.

A: As per the instruction, we will be solving part (b) of 3.23. We are given the function f(x)=Ax+b22cT...

Q: Roughly, speaking, we can use probability density functions to model the likelihood of an event occu...

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Q: Problem 3. thermometer is taken from a room where the temperature is 25°C to the outdoors, where the...

A: Given- A thermometer is taken from a room where the temperature is 25°C to the outdoors, where the t...

Q: x 2+5x -36= (x-A) (x+B)

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Q: given f (z) = 32² – 6z + j3, what is the value of u(3, 2)

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Q: Draw a sketch of the plane of 4x – 4y + 2z – 9 = 0.

A: Solution

Q: pproximate one real root of f (x) = 0.8-0.3z %3D using False Positipn on (1, 3). Do three iterations...

A: Given  f(x)=0.8-0.3xx we have to approximate one real root of f(x) by using False position method on...

Q: Let G = A4, the alternating group of degree 4. (a) How many elements of order 3 does G have? (b) Doe...

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Q: Q2/ Find the distance between the point of intersection of the lines A & B and the point (4,-2), the...

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Q: Solve the differential equation by variable separable method dy (1+ y) (3x² + 6) = 2- dr 13 + 6z

A: To find- Solve the differential equation by variable separable method dydx = 21 + y23x2 + 6x3 + 6x

Q: en(x² + y?) dA where D = {(x, y)|0 < y < 3, -/18 – y? <x< -y}. sen

A: To evaluate the below integral. ∫∫Dsinx2+y2dA Here  D=x,y|0≤y≤3,−18−y2≤x≤−y

Q: Analyze the polynomial function f(x) = x-(x- 2) using parts (a) through (e). (a) Determine the end b...

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Q: Task 24 Proof the Poincaré-inequality in the n-dimensional case. Task 25 Proof Remark 6.12.

A: According to bartleby guidelines I need to solve one question please excuse 

Q: We are interested in the impulse response of the dynamic system: ÿ + 2ý + y = 8(t). Assuming the ini...

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Q: For the given rational function, (A) Find the intercepts for the graph. (B) Determine the domain. (C...

A: Note: We will only answer up to three sub-parts as the exact one is not specified. Please resubmit t...

Q: Solve the following problems with the two-phase simplex method. For each problem, show your solution...

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Q: h(x) = 100 + 3x sin 18 Let P(x) be the linear approximation of h(x) at x = 3. (a) Find P(x). Show fu...

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Q: Given a universal set containing integers from 0 to 21. Set A contains odd numbers while set B conta...

A: Let U denote the universal set. Then, U={0,1,2,..., 21} Union of two sets A and B  is a set containi...

Q: The iterative formula for the Bisection Method is derived using the slope of a tangent line to the g...

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Q: Consider the function f(x) = Complete the table below and sketch its graph. |-2 -1 -0.5 F(x) x 2 1 0...

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Q: dy sin(y + t) dt %3D

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Q: Solve the following  complex numbers in their rectangular form.  Where in Z1=2+4i, Z2 = 5e2i and Z3...

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Q: Theorem 9 Let {um}=-5 be a solution to Eq. (18) and suppose that u-s = a, u-4 = b, u_3 = c, u_2 = d,...

A: We are asked to show the following equation, u8n-3=c2ne2n∏i=12nic+a∏i=12n-1ie+c Using the identity, ...

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Q: Find the general solution to 1 y +

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Q: ex = 4x² %3D

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Q: Analyze the polynomial function f(x) = (x + 6)(x – 1)2 using parts (a) through (e). (a) Determine th...

A: Please find attachment for the details solution

Q: Approximate the root of 2r - 11.7r + 17.7x -5 = 0 using three iterations of Newton-Raphson Method. U...

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Q: Reflections #1 1. Draw the image of the figure after a reflection across the x-axis. What is the coo...

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Q: The exam has 14 questions, and the total number of marks for the exam is 100. In how many ways can t...

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Q: Let A E Ma(R), where d E N. Find A lim ( Id + n

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Q: Metlock sells a snowboard, EZslide, that is popular with snowboard enthusiasts. Below is information...

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Q: 3. Show COMPLETELY that the equation y = C (-1)"x" n=1 is the general solution to the differential e...

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Q: Question 8 If ao + a1 + a2 +...+ ar = 0, show that lim (aovn + aiVn +1+ a2vn + 2+ + ak Vn + k = 0. ....

A: The given problem is to show the given identity from given condition a0+a1+a2....ak=0.

Q: The % relative error in an iterative process is taken to be present estimate - previous estimate |x1...

A: A rounding error, or round-off error, is a mathematical miscalculation or quantization error caused ...

Q: Let H be the segment of the hyperbola x-y°= | Connecting (1,0) to (2, J3). Evaluate the line, integr...

A: Given  H be the segment of hyperbola x2-y2=1 connecting the points (1,0) to (2,3)  we have to evalua...

Q: 9. Which of the following is NOT a benefit obtained from the proper planning and control of inventor...

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Q: Matrix: Determine the Cofactor of Magic (three) Why is it called magic? Show formula and solution cl...

A: To find the cofactor of Magic(three) and the reason why it is called magic.

Riemann Sum

Riemann Sums is a special type of approximation of the area under a curve by dividing it into multiple simple shapes like rectangles or trapezoids and is used in integrals when finite sums are involved. Figuring out the area of a curve is complex hence this method makes it simple. Usually, we take the help of different integration methods for this purpose. This is one of the major parts of integral calculus. 

Riemann Integral

Bernhard Riemann's integral was the first systematic description of the integral of a function on an interval in the branch of mathematics known as real analysis.