a. −37.931934 −37.931934−37.931934
b. −3377.9264 −3377.9264−3377.9264
c. −333,777.93 −333,777.93−333,777.93
d. −33,337,778 −33,337,778−33,337,778
e. −29.032258 −29.032258−29.032258
f. −3289.0365 −3289.0365−3289.0365
g. −332,889.04 −332,889.04−332,889.04
h. −33,328,889 −33,328,889−33,328,889 limz→0z−1z2(z+3)=−∞\mathop {\lim }\limits_{z \to 0} {{z - 1} \over {{z^2}\left( {z + 3} \right)}} = - \infty z→0limz2(z+3)z−1=−∞