$1210\mathrm{.}0$ points

mid$3$ generator $2419776$

A coil consists of $742$ loops of wire and each

loop has an area of $0\mathrm{.}04$ m$2.$ The coil is ro$-$

tating at constant angular speed. The axis of

rotation is perpendicular to a $0\mathrm{.}08$ T magnetic

field.

If we wish to generate a maximum emf of $1000$V in this coil, what should be the angular

speed of rotation?

$1.8\mathrm{.}69659$

$2.87\mathrm{.}8858$

$3.26\mathrm{.}2451$

$4.86\mathrm{.}0882$

$5.192\mathrm{.}012$

$6.83\mathrm{.}5561$

$7.266\mathrm{.}411$

$8.107\mathrm{.}167$

$9.146\mathrm{.}37$

$10.421\mathrm{.}159$

Answer in units of rad$/$s