how would you go about finding the indefinite integral of sqrt(15) .?

Question

the thing is, people try to explain it with trigonometric terms...but i have never taken trig and my professor doesnt use any trig terms. but does it involve rewriting the function?

it is that long symbol for integration. then sqrt(15) dx...

Answer 1

The indefinite integral of sqrt(15) is [x*sqrt(15) + C]. I doubt that's what you wanted: a typo in the question perhaps?

Edit: I read your additional info. If that's what it says, then cool, you have your answer. I think we expected the trig to come into it somewhere; that's why we were confused.

Answer 2

(Carrying on from "Pythagoras" 's answer).

The expression sqrt(15) is just a number. Its integral is that number times x (is that the relevant variable?) plus the arbitrary constant. But it is hardly likely that such a question would be posed -- except as a reminder.

Answer 3

Your question doesn't make any sense. You need to restate it in a clearer way. Read the problem directly from the book or whatever you got it from.