(a-2)/(a+3)/ [(a^2-4)/(a^2+6a+9)]=(a-2)(a^2+6a+9) / (a+3)(a^2-4)=(a-2)(a+3)(a+3) / (a+3)(a-2)(a+2)=(a+3)/(a+2)
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(a-2)/(a+3)/[(a^2-4)/(a^2+6a+9)]=(a-2)/(a+3)/[((a+2)(a-2))/(a+3)^2]=[(a-2)/(a+3)]x[(a+3)^2/(a+2)(a-2)]=(a+3)/(a+2)