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Mathematics
A monotonic function f in an interval I means that f is
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Q. A monotonic function $f$ in an interval $I$ means that $f$ is
Application of Derivatives
A
increasing in $I$
B
decreasing in $I$
C
either increasing in $I$ or decreasing in $I$
D
neither increasing in $I$ nor decreasing in $I$
Solution:
By a monotonic function $f$ in an interval $I$, we mean that $f$ is either increasing in $I$ or decreasing in $I$.