find the cube of
2a+ I/2a (a is not equal to 0)
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Answer:
8a³+6a+(3/2a)+(1/8a³)
Step-by-step explanation:
[2a + (1/2a) ]³
= [4a²+1]³ / (2a)³
= [ (4a²)³ + 1³ + 3(4a²)(1)(4a²+1) ] / 8a³
= [64a^6 + 1 + 48a^4 + 12a²] / 8a³
= 8a³+6a+(3/2a)+(1/8a³)
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