A function is said to have a vertical asymptote wherever the limit on the left or right $($or both$)$ is either positive or negative infinity. the function f$($x$)=(3($x$+2))/$x$2+4$x$+4$ has a vertical asymptote at x$=2.$ Find each of the following limits$.$ lim x$->-2-3($x$+2))/$x$2+4$x$+4$ lim x$->-2+3($x$+2))/$x$2+4$x$+4$ lim x$->-23($x$+2))/$x$2+4$x$+4$