c) Evaluate the given integral using 3-points Gaussian quadrature. MUTM = - 1 dr 2 sin(r2 – 4) TM U UTM UTM UTM

Q: Find ∫ tan t sec2t dt  two different ways using the substitutions A. u=tan t B. u=sect C. Show…

A: Given: ∫tan(x) sec2(t) dt

Q: Evaluate the integral. (tant 6t dt tan 6t - tan-6 + 1 tan-6t + 36 tan 6t + t + C 18 1 tan 6t + 18…

A:

Q: 3 Evaluate the integral de using the two-point Gaussian quadrature rule O -|4 1035 N/N N/W 끔

A: We have to evaluate the integral ∫−3311+x4dx by using two-point Gaussian quadrature rule. Here,…

Q: 7. Evaluate the integral. J CoS X dx 0 1+sin2x

A:

Q: a) Given an integral sin (2x-) dr. T-I [." Evaluate the above integral using 3-point Gaussian…

A: 3-point Gaussian quadrature rule: The following integration can be approximated by ∫-11f(x) dx ≈59…

Q: Evaluate the integral | * elan(13-x) sec²(13 · x) dx 52 Write your answer in the form ea – b -

A: The given integral is ∫0π52etan13xsec213xdx. Let u=13x. Then du=13 dx. The lower limit will change…

Q: Evaluate the integral f [[ - Y sin(x²)dxdy.

A:

Q: 2) Evaluate each integral below: a) cos(x²) x dx c) (2x-1)2 dx

A: In this question we will solve both indefinite integral.

Q: Evaluate the following integral. 2 | (61° - (6t6 4t + 6) dt (6t° - 4t+ 6) dt = (Simplify your answer

A:

Q: 3- Find the value of integral by using the Gauss quadrature (three points) I = -dx x+1

A: We can find the approximation of the integral of a function over a closed interval  usingthe Gauss…

Q: 6x + 8 + 8x)2

A:

Q: a) The value of the following integral 224 2da is Answer: I b) Find the indefinite integral (2x+3)dr…

A: To evaluate the following integral.a ∫012x4-2 dxb ∫2x+3 dxc ∫0x et dt

Q: The integral of the right hand member of the first order LDE A B C с D -2sin³0 3 COS 2 2sin³0 3 sin…

A:

Q: Use two -point gaussian square to approximate the following double integral:

A:

Q: Evaluate the integral: -12 csc 3x cot 3x cos(csc 3x) sin(csc 3x)

A:

Q: Evaluate the integralt uie dr using the two-point Gaussian quadrature rule. 1416z | e - je 0 O o o O…

A: For the integral I=∫abf(x)dx, the Gauss quadrature 2-point formula is, I=b-a2w1fm1+w2fx2 where…