Asked by Pleaseee
Determine the interval on which f(x)=square root of x+ 2 is integrable
1) (negative infinite, 2)
2) (-2, infinite)
3) (-infinite, -2) U (-2, infinite)
4) All reals
1) (negative infinite, 2)
2) (-2, infinite)
3) (-infinite, -2) U (-2, infinite)
4) All reals
Answers
Answered by
oobleck
I assume you mean f(x) = √(x+2)
f is only defined on [-2,∞), since we need x+2 >= 0
Since it also continuous, it is integrable on the same interval.
f is only defined on [-2,∞), since we need x+2 >= 0
Since it also continuous, it is integrable on the same interval.
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