Using [ y = e^(2x) (c1 + c2) + 3/2x2 (2x) ] and [ y = ( c1 + c2x ) e^(2x) + 3x/25 sinx + 4x/25 cnx + 4/125 sinx + 22/125 cos2x]   Solve: y'' - 4y' + 4y = 3e^(2x) + xsinx   Show work written and clearly please

Q: Let Find A-¹ and use it to solve where where x₁ = -24 and 2 -0 = A = 4 -3 4 4 AX = B B = (²3) X = -…

A: We see,        So, Determinant of A = |A| = 4×4 - (-3)×4                                        = 16…

Q: solve for a, where 0 (less-than or equal-to) a (less-than or equal-to) 2pi  sec^2(a)-2tan(a)=4…

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Q: #31 You have an 8 x 5 foot piece of cardboard. You are going to make it into a box by first slicing…

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Q: solve A) y''-2y'=6e^2x-4sin(x)

A: Since you have posted multiple questions i can do first question as per our company guidelines…

Q: a) Solve: x' b) Solve: = [²9]x l1 2. x' = [² 3³] x -3 13 0

A: (a). Given,               x'=2012x.

Q: May I try this one again?  In the answer given the fourth line down has "u^2=t^2+1" and I believe…

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Q: $] Solve y"-3y' = 2e* +5sin 2.x

A: We  have to solve the differential equation   y''-3y'=2e3x+5sin2xHere the homogeneous part  is…

Q: use the Lagrangian method to solve: U=x1^(1/2)x2^(1/2) subject to 50=5x1+10x2

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Q: what is csc^−1(csc(3π/5))

A: Given