What's the integral of d(CABIN) over CABIN?

Question

What's the integral of d(CABIN) over CABIN?

Question #17481. Asked by hokum.

hokum
Answer has 3 votes

Currently Best Answer

hokum

Answer has 3 votes.

Currently voted the best answer.

log(CABIN)

Alright, technically speaking it's ln(CABIN), or about 2.303*log(CABIN), but what the heck, it's suppose to be a joke, so why get technical.

Mar 19 2002, 1:07 PM

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Answer 1

The answer could be 1.

The integral of dx is x for any x. So the integral of d(CABIN) is CABIN.

CABIN over CABIN could be interpreted as division, in which case it equals 1.

Alternatively, CABIN over CABIN could be 'two-storey cabin' or something like that.

Answer 2

Gnomon
Answer has 2 votes

Gnomon
23 year member
1331 replies

Answer has 2 votes.

So the question should have been, 'what's the integral of one over CABIN d(CABIN)' which is an entirely different thing.

Mar 19 2002, 4:01 PM

Answer 3

No, the question was stated correctly. The Integral of (1/x)*d(x) = ln(x). Or, said another way, the Integral of d(x) over x = ln(x). You wrote xd(x) which is entirely different and that integral equals (1/2)(x%5E2) + C not ln(x).

What's the integral of d(CABIN) over CABIN?

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