Suppose\

f(x)={(x^(2)+8x+23,x-4.):}

\ Evaluate the following limits (with a furktion of

x

in the first answer blank and the value of the limit in the second answer blank) and evaluate the function.\ a.

\\\\lim_(x->4^(-))f(x)=\\\\lim_(x->-4^(-))

\ b.

\\\\lim_(x->-4^(+))f(x)=\\\\lim_(x->-4^(+))=

\ c.

f(-4)=

\ Part 2: Continuity\ Note: You can earn partial credit on this problem.

Suppose f(x)=x2+8x+23,4,x28x9,x4. Evaluate the following limits (with a furktion of x in the first answer blank and the value of the limit in the second answer blank) and evaluate the function. . limx4f(x)=limx4= b. limx4+f(x)=limx4+= c. f(4)= Part 2: Continuity Note: You can earn partial credit on this