(X-27)/[(X^1/3)-3] find the limit as X approaches 27

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asked Oct 25, 2017 52.6k views

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TEHEK · Answer 1 · 2017-11-01T16:10:35+0000

The limit of (x - 27)/[(x^1/3) - 3] as x approaches 27 = the limit of 1/[1/3x^(-2/3)] as x approaches 27 = 1/[1/3(27)^(-2/3)] = 1/1/3(1/9) = 1/(1/27) = 27

(X-27)/[(X^1/3)-3] find the limit as X approaches 27

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