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EQ. DIFERENCIAIS 1/2 Y=x+4+Ce^-x Y=2x+e^x+c Y=x^2+cx^-5 Y=-0,2 cos 5x+c Y=4e^4x+Ce^-x Y=x+4+Ce^-4 Y=x^2+cx^-5 Y=3e^x^4 Y=x^2+C X^2-1/x -2e^-0,5x+2xe^-0,5x Y=2e^1,25+0,5xe^1,25x -100e^-0,1T+100 -cos x +x^2+C M=150e^-0,096T {y=2^5+20 y’=2x+e^x+C Y=0,25e^4x+C Y=Ce^4x X^2-1/2x -2e^x-0,57+2xe^-1,25 Y+-0,5cos(10x)+C Y=-1/4cos(4x)+x^3+C Y=-0,25e^-5x+Ce^-x Y=x^2+Cx^-3 Y=-cosx+x^3+C Y(12cos6x+3sen6x) Y=E1e^x-C2e^3x Y=e^5x-3e^5x Y=e^0,5x+1,5xe^2x Y=e1e^2x+C2e^2x Y=B^0,2(E1cos10x+C1sen10x) Y=E1e^9x+C2xe^9x X^2-1/2x -2e^x-0,57+2xe^1,25x C1e^4x+C2e^7x A=400-- +/- 100 M1=9 Y=2x^5+20 Y=4cos(4x)+6x+C Y=x^2+Cx^-5 Y=2x^2+C/x Y=x+4+Ce^-x Y=3e^xc Y=x^2+C -4cos(5x)+c
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