Asked by Anonymous
Which statement about the function g is correct?
g(x) = √(3x)
-The function g is even
-The function g is both even and odd
-The function g is odd
-There is not enough information to determine whether g is even or odd
-The function g is neither even nor odd
g(x) = √(3x)
-The function g is even
-The function g is both even and odd
-The function g is odd
-There is not enough information to determine whether g is even or odd
-The function g is neither even nor odd
Answers
Answered by
oobleck
(a) no, since f(-x) ≠ f(x)
(b) no, since no function is both even and odd
(c) no, since f(-x) ≠ -f(x)
(d) never true (see (a) and (c))
(e) we have a winner!
(b) no, since no function is both even and odd
(c) no, since f(-x) ≠ -f(x)
(d) never true (see (a) and (c))
(e) we have a winner!
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