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limz->2 z^3-8/z-2
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\[\lim_{z \to 2} \frac{z^3-8}{z-2}\]
Right??
yes @waterineyes
You must know that: \[a^3-b^3 = (a-b)(a^2 + b^2 +ab)\]
Also, you can write \(8\) as \(2^3\)..
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So: \[z^3 - 8 = z^3 - 2^3\]
Applying that formula here, what will you get?
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