help asap. Based $on$ this example help $me$ answer this question: Consider the example with the moving particle $(which$ i think $is$ the one below$).$ Complete the statement below $so$ that $it$ best describes the identities:

$cost>0$ and$\frac{d}{d}tcost>0$

The first identity expresses that the particle $is$ located $to????$ CHOSE ONE $OF$ THE FOLLOWING: $(to$ the left $of$ the $y-$axis, $to$ the right $of$ the $y-$axis, above the $x-$axis, below the $x-$axis$)$

The second identity expresses that $itis$ moving $??$CHOSE ONE $OF$ THE FOLLOWING: $(up,$ down, left, right$)$

Since the particle $is$ moving counterclockwise, this implies that $itis$ also located $to????$ CHOSE ONE $OF$ THE FOLLOWING: $(to$ the left $of$ the $y-$axis, $to$ the right $of$ the $y-$axis, above the $x-$axis, below the $x-$axis, the $y-$axis $)$ and moving CHOSE ONE $OF$ THE FOLLOWING: $(up,$ down, left, right$)$