What moment does the force shown cause about O$?$ Note: CW $=$ Clockwise. CCW $=$ Counterclockwise.

$1300l{b}^{-1}$ in CW

$1269\mathrm{.}8$ lb$*$ in CCW

${688\mathrm{.}3}^{+}*b{b}^{**}$ in CCW

$696\mathrm{.}2l{b}^{**}$ in CW

$278\mathrm{.}7lb$ in CCW

$409\mathrm{.}6$ lb ${?}^{-1}$ in CCW

$696\mathrm{.}2l{b}^{-7}$ in CCW

$0l{b}^{**}$ in

$688\mathrm{.}3$ lb $"$ in CW

$409\mathrm{.}6$ lb$*$in CW

$278\mathrm{.}7lb$ in CW

$1269\mathrm{.}8lb$ in CW

None of these options.

$1097\mathrm{.}9l{b}^{\text{i}\text{n}\text{C}\text{C}\text{W}}$

$1097\mathrm{.}9l{b}^{-7}$ in CW

$1300l{b}^{-7}$ in CCW