Answer
a). This task is possible such that if one maintains a speed so that the centrifugal force is more than the gravitational force.
b). $3.13m/s$
Work Step by Step
a). This task is possible such that if one maintains a speed so that the centrifugal force is more than the gravitational force.
b). So, $m\frac{v^{2}}{r}>mg$
$v^{2}>gr=9.8\times1$
minimum $v=3.13m/s$