There is a continuous function g(x)that exists, where the three following characteristics are true for ALL...
There is a continuous function g(x)that exists, where the three following characteristics are true for
ALL values of x on g (x):
1) g ( x ) > 0
2) g ′ ( x ) > 0
3) g ′′ ( x ) < 0
Are they all correct? State “Yes” or “No” and then explain your answer.
Homework Answers
sir
all can't be true at a time because the function and derivative can
be opposite due to extrema. The double derivative can be true as
per function due to concavity.
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There is a continuous function g(x)that exists, where the three
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