a/(3a+6)-5/(a²+4a+4)
=a/[3(a+2)]-5/(a+2)²
=a(a+2)/[3(a+2)²]-5*3/[3(a+2)²]
=[a(a+2)-15]/[3(a+2)²]
=[a²+2a-15]/[3(a+2)²]
=(a+5)(a-3)/[3(a+2)²]
a/(3a+6)-5/(a²+4a+4)
=a/[3(a+2)]-5/(a+2)²
=a(a+2)/[3(a+2)²]-5*3/[3(a+2)²]
=[a(a+2)-15]/[3(a+2)²]
=[a²+2a-15]/[3(a+2)²]
=(a+5)(a-3)/[3(a+2)²]