I need the answer as soon as possible Topic: Manifolds and Differential Forms (Advance Multivariable Calculus)Q. Let a = x1 dx2 + x3 dx4, B = x1 ×2 dx3 dx4 +X3 X4 dx1 dx2 and y = x2 dx1 dx3 dx4 be formson R4. Calculate( ) αβ, αγ,(ii) dß, dy;(iii) *a, *Y.

given α=x1dx2+x3dx4 , β=x1x2dx3dx4+x3x4dx1dx2γ=x2dx1dx3dx4 calculate (i) αβ , αγ…

Answered: Q. Let a = x1 dx2 + x3 dx4, B = x1 ×2…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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The first image is the required information for the problem and the second image is questions asked.
Please help me Note: a=5, b=9, c=7, e=1

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Q. Let a = x1 dx2 + x3 dx4, B = x1 ×2 dx3 dx4 + X3 X4 dx1 dx2 and y = x2 dx1 dx3 dx4 be forms on R4. Calculate ( () αβ, αγ; (ii) dß, dy; (iii) *a, *Y.

Q. Let a = x1 dx2 + x3 dx4, B = x1 ×2 dx3 dx4 + X3 X4 dx1 dx2 and y = x2 dx1 dx3 dx4 be forms on R4. Calculate ( () αβ, αγ; (ii) dß, dy; (iii) a, Y.