Evaluate limz→2i(iz^4+3z^2-10i)
Select one:
A. -12-6i
B. 12+6i
C. 12-6i
D. -12+6i
limz→2i(iz4+3z2−10i)=i(2i)4+3(2i)2−10i=i⋅16+3⋅(−4)−10i=−12+6iD is correct\underset{z\rightarrow 2i}{\lim}\left( iz^4+3z^2-10i \right) =i\left( 2i \right) ^4+3\left( 2i \right) ^2-10i=i\cdot 16+3\cdot \left( -4 \right) -10i=-12+6i\\D\,\,is\,\,correctz→2ilim(iz4+3z2−10i)=i(2i)4+3(2i)2−10i=i⋅16+3⋅(−4)−10i=−12+6iDiscorrect
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