Q.41 The value of the quantity P, where P = |xe*dx, is equal to

Q: calculate SN given by Simpson’s Rule for the value of N indicated.

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Q: Which of the following is equal to e² +c + c +c In(x) + c e dx? da

A: evaluate the following integral... ∫ex dx

Q: d(a*) Suppose a E R, where a>0, a± 1 What is dx

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Q: calculate SN given by Simpson’s Rule for the value of N indicated.

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Q: For which values of a does x + a = 0 have a solu­tion in Z5?

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Q: . The value of e*dx by using 2-segment Simpson's 1/3 rule most nearly is 0.2 A. 7.8036 B. 7.8423 C.…

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Q: 6. The value of S,2 esinx dx, by using Simpson's 3/g th rule is equal to (A) 2.09323 (B) 2.19323 (C)…

A: Option D is true.

Q: calculate SN given by Simpson’s Rule for the value of N indicated.

A: Width of each interval= (4-1)/8= 3/8=0.375 So, the partition is: 1, 1.375 , 1.75, 2.125, 2.5, 2.875,…

Q: what value of H if 8. 13 7 5 H 17 0 |-L: sec* x dx 2

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A: Given :  X→B(n=6 , p=1/2) Our aim is to find the P[X&lt;(1/2)E(X)]

Q: Q.41 The value of the quantity P, where P = | xe*dx, is equal to

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Q: 5. Find (x +3)² dx, (be careful!) 5. e® + e¯ | cosh r de dx %3D

A: The complex form of integral can be converted to simple integral using integration by substitution…

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Q: 4.2 Apply the appropriate method to calculate the following: x5+ I = S = s** dx x2 -4

A: Given  I=∫x5+x4-8x2-4 dx

Q: Suppose d a e R, where a > 0, a ± 1, what is (a*]? dx

A: Given,            Supose a ∈ R, where a&gt;0, a≠1.To find : ddxax

Q: 3.2 The value of e-0.5*dx by using three-segment trapezoidal rule is most nearly 1.1

A: The complete solution is in given below

Q: Sor's Evaluate e" 2e* 5e dx

A: The given integral is ∫ex2ex5ex dx

Q: For which values of a E R does there exist a value c > 0 such that dx dx -? 1+ xa 1+ xa

A: For which value of α∈ℝ does there exist a value c≥0 such that  ∫0cdx1+xα=∫c∞dx1+xα?

Q: calculate SN given by Simpson’s Rule for the value of N indicated.

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Q: Ex: Salve the equation ofD-o Pelatermeth dy inzx

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Q: dy 4a +9 10. dx

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Q: 4 +ind the relative extrema of 4=x+8x°+ 18X*- y=x*sex*+ 18xª=7

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Q: d Suppose a e R, where a > 0, a + 1, what is [a"]? dx a" In(a) ... A ... e xa"-1 · In(a) ... ...…

A: Here we have to find d[ax]/dx .

Q: calculate SN given by Simpson’s Rule for the value of N indicated.

A:

Q: 1.) Suppose p > 0. What is the relationship between n=1/i da and n+1 dx? Make sure to justify your…

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Q: 5. Given LM tangent to o C at point L, write an expression to represent the measure of JK. K b°

A: Circle property

Q: Which of the following plots best represents the solution with the initial condition A(0) = $1mil?…

A: Given data:   The given initial condition is A(0)=$1 million.   The initial condition can be written…

Q: 5. Given y = af(+ 1), Find when x=1 if f(2) = 4 and f'(2) = 5. dx

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Q: 2 /a +x? +Va? - If y = Ja? +x? Ja? -x - va Show that 2. a? 2a? 1+ Ja* – Va* –x* 3 dy dx

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Q: S(csc х cot x — сoS x) dx

A: Given :               Int ( csc x cot x - cos x ) dx

Q: d Suppose a E R, where a > 0, a + 1, what is [a*]? dx

A: We have to find derivative of ax

Q: b) Evaluate S e-2t sinht dt an

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Q: 6 e + ex e dx et - 1

A: You have posted multiple questions.As per our policies , solving first question. Please ask the…

Q: 3. a) Use the trapezium rule with five ordinates to find an approximate value for S dx, giving your…

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Q: 3- Solution of the following equation * dy 2 d?x = 2(3+ x2 - xy)/x³ dx

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Q: Q2. Solve the following:- r2 1) х4 — 1 2) cot(In x) 4) | (V1- (Inx)² -dp- 3) dx 1- x3 x In x

A: Basic substitution based problem

Q: 56 Given that: S V56x - x² dx Find the value of m

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Q: b) If it exists, then the value of e dz = is:

A: Given: ∫−∞2e2xdx=?

Q: Given that ƒ(1) = 5, ƒ′(1) = 4, g(1)= 2, and g′(1) = 3, find

A: Given- ƒ(1) = 5, ƒ′(1) = 4, g(1)= 2, and g′(1) = 3. To find- ddxfx·gxx=1 and ddxfxgxx=1  Identity…

Q: 1 If the approximate value of dx is 0.2178 by Trapezoidal rule, then the error is 5x+7 а. 0 b. 0.369…

A: We will find error by finding the difference between exact value found by integration and…

Q: ..... Q.5 Show that s! dx= 2a"

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Q: Q4 Which of the following gives the length of the graph of TT y = In(sinx) from x =- to x 3 3 a) 3 1…

A: Given that: y=ln(sinx)  from x=π3 to x=2π3

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Q: eт 3 cot (In x) dx 30. х e/4

A: Integrate the function:

Q: d Suppose a E R, where a > 0, a ± 1, what is[a*]? dx

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Q: ions f to h?

A: Month Folders Produced x Costs Jan 10 35 Feb 15 40 Mar 22 60 Apr 30 72 May 28 68 Jun 21…

Q: 3.1 e*dx Evaluate: (e**+1)/[e"+1)?-4

A: option A

Q: If AJKL ANMP. find the value of r. K Px + 5 49 14 M J 9x + 1

A: