If f is a continuous real-valued function, then the range of the function is _______

If

f

is a continuous real-valued function, then the range of the function is _______

$[0, 1]$
[Minimum $(f),$ Maximum $(f)$ ]
$[0, \infty)$
$(- \infty, 0]$

Solution

If $F$ is a continuos real-valued function, then its range will always be in a closed interval.

Range is $[f_{\min,} f_{\max}]$

Asked in: AP EAMCET 2020 (23 Sep Shift 1)

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