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- Solve for the particular solution: (D2 - 2D + 6)y = e-2x Oyp = (1/14)e^(-2x) O yp = 12e^(-2x) O yp 14e^(-2x) O yp = (1/12)e^(-2x)Solve for the particular solution: (D² - 2D + 6)y = 4e-2x Ⓒyp= (-1/2) e^(-2x) YP Oyp = -2xe^(-2x) yp = -2e^(-2x) Oyp = (x/2) e^(-2x)Solve for the particular solution: (D² - 2D + 6)y = 4e¯2x Oyp = -2xe^(-2x) O yp = (x/2) e^(-2x) Oyp = -2e^(-2x) Oyp = (-1/2) e^(-2x)
- Solve for x : (X/a-b ) +( 2x/ a+b) = 1/ a^2 -b^2Solve using indeterminate coefficients y '' + 9y = x ^ (2) e ^ (3x) + 6An investment earned interest of $380 during the 10th unit period. If a(t) = 1 + t^2 , find the amount of interest earned during the 6th unit period. The answer given is $220, but I do not know how to get this.